Algebra — Full Problem Index (3/3)

All 4691 solved Algebra problems, each with a link to the full solution.

Part 3 of 3 — rows 3129–4691 of 4691

Problem	Final Answer	Solution
ƒ(x)=1/(x^2)	1/(x^2)	Graph f(x)=1/(x^2)
y=−3/4*x^2	−3/4*x^2	Graph y=-3/4x^2
y=3/2*x	3/2*x	Graph y=3/2x
x^2−12*x	(x−6)^2	Find the Perfect Square Trinomial x^2-12x
x^2−16*x+…	(x−8)^2	Complete the Square x^2-16x+
√(,3/2)	√(,6)/2	Simplify square root of 3/2
(x−1)*(x−2)	x^2−3*x+2	Simplify (x-1)(x-2)
(7+8*i)^2	−15+112*i	Simplify (7+8i)^2
(5−2*i)^2	21−20*i	Simplify (5-2i)^2
2y^2⋅(3x)	6xy^2	Simplify 2y^2*(3x)
6*x^2	6*x^2	Simplify 6x^2
√(4,x^3)	x^3/4	Simplify fourth root of x^3
√(,52)	2√(,13)	Simplify square root of 52
x^2+6*x=−5	−1,−5	Solve Using the Quadratic Formula x^2+6x=-5
x^2+4*x−45=0	$5, -9$	Solve Using the Quadratic Formula x^2+4x-45=0
x^2+10*x+16=0	−2,−8	Solve Using the Quadratic Formula x^2+10x+16=0
x^2+10*x+9=0	−1,−9	Solve Using the Quadratic Formula x^2+10x+9=0
x^2−3*x−8=0	(3±√(,41))/2	Solve Using the Quadratic Formula x^2-3x-8=0
2*x^2−x−1=0	1,−1/2	Solve Using the Quadratic Formula 2x^2-x-1=0
36x^2−12x+1=0	0⇒x=1/6	Solve Using the Quadratic Formula 36x^2-12x+1=0
√(,441)	21	Calculate the Square Root square root of 441
√(,99)	3√(,11)	Calculate the Square Root square root of 99
5x^2+11x+2	(5x+1)(x+2)	Factor 5x^2+11x+2
4x^2+8x−5	(2x+5)(2*x−1)	Factor 4x^2+8x-5
4x^2−17x+4	(4x−1)(x−4)	Factor 4x^2-17x+4
y^2+18*y+81	(y+9)^2	Factor y^2+18y+81
y^2+12*y+36	(y+6)^2	Factor y^2+12y+36
y^2+8*y+16	(y+4)^2	Factor y^2+8y+16
y^2−6*y+8	(y−2)*(y−4)	Factor y^2-6y+8
x^3−4x^2−9x+36	(x−3)(x+3)(x−4)	Factor x^3-4x^2-9x+36
2x^2+13x−7	(2x−1)(x+7)	Factor 2x^2+13x-7
2x^2−2x−12	$2(x - 3)(x + 2)$	Factor 2x^2-2x-12
16*n^2−9	(4n−3)(4*n+3)	Factor 16n^2-9
36−x^2	(6−x)*(6+x)	Factor 36-x^2
16^(3/4)	√(4,16^3)	Convert to Radical Form 16^(3/4)
e^ln(5)	5	Evaluate e^( natural log of 5)
(log_3)(4)	ln(4)/ln(3)	Evaluate log base 3 of 4
(log_4)(9)	ln(3)/ln(2)	Evaluate log base 4 of 9
(1/81)^3/4	1/27	Evaluate (1/81)^(3/4)
(−3/2)^2	9/4	Evaluate (-3/2)^2
2/8	1/4	Evaluate 2/8
(−8)^3	−512	Evaluate (-8)^3
256^(−3/4)	1/64	Evaluate 256^(-3/4)
7/12	0.583*3	Evaluate 7/12
6/10	3/5	Evaluate 6/10
√(,28)+√(,63)	5√(,7)	Evaluate square root of 28+ square root of 63
5*%	0.05	Convert to a Decimal 5%
(4*x+5)^2	16x^2+40x+25	Expand Using the Binomial Theorem (4x+5)^2
√(,164)	2√(,41)	Evaluate square root of 164
√(,4/81)	2/9	Evaluate square root of 4/81
(x^2)/16+(y^2)/25=1	see full solution →	Graph (x^2)/16+(y^2)/25=1
y=9	0	Find the Slope y=9
y=8*x	8*x	Graph y=8x
(log_)(10000)	4	Evaluate log of 10000
x−y=1	y+1	Solve for x x-y=1
(x−1)*(x−1)	x^2−2*x+1	Simplify (x-1)(x-1)
(3+5i)(3−5*i)	34	Simplify (3+5i)(3-5i)
(x+8)^3	x^3+24x^2+192x+512	Simplify (x+8)^3
√(,144*x^2)	$12	x
√(,4*y+5)−√(,y−1)=3	3⇒y=1,5	Solve by Factoring
z^2−6*z−27=0	0⇒z=9,−3	Solve by Factoring z^2-6z-27=0
4x+5y=20	x-intercept: (5,0), y-intercept: (0,4)	Find the x and y Intercepts 4x+5y=20
√(,500)	10√(,5)	Calculate the Square Root square root of 500
3x^2−2x−5=0	5/3,−1	Solve Using the Quadratic Formula 3x^2-2x-5=0
2y^2−3y−6=0	(3±√(,57))/4	Solve Using the Quadratic Formula 2y^2-3y-6=0
2*x^2−x−15=0	3,−5/2	Solve Using the Quadratic Formula 2x^2-x-15=0
x^2+4*x+29=0	−2±5*i	Solve Using the Quadratic Formula x^2+4x+29=0
x^2−11*x+19=−5	$8, 3$	Solve Using the Quadratic Formula x^2-11x+19=-5
y=x^2−x−6	see full solution →	Find the x and y Intercepts y=x^2-x-6
x−y=4	x-intercept: (4,0), y-intercept: (0,−4)	Find the x and y Intercepts x-y=4
4x^2+15x+9	(4x+3)(x+3)	Factor 4x^2+15x+9
3x^3−12x	3x(x−2)*(x+2)	Factor 3x^3-12x
2*x^3−16	2(x−2)(x^2+2*x+4)	Factor 2x^3-16
2x^2+17x+21	(2x+3)(x+7)	Factor 2x^2+17x+21
25x^2−60x+36	(5*x−6)^2	Factor 25x^2-60x+36
x^2−4*x+16	Irreducible over the real numbers	Factor x^2-4x+16
125*x^3+27	(5x+3)(25x^2−15x+9)	Factor 125x^3+27
49x^2−70x+25	(7*x−5)^2	Factor 49x^2-70x+25
9x^3+6x^2−3*x	3x(3x−1)(x+1)	Factor 9x^3+6x^2-3x
ƒ(x)=5*x−6	(x+6)/5	Find the Inverse f(x)=5x-6
ƒ(x)=2*x	x/2	Find the Inverse f(x)=2x
{[y=6x−11],[−2x−3*y=−7])	(2,1)	Solve by Substitution y=6x-11 , -2x-3y=-7
3^(1/2)	√(,3)	Evaluate 3^(1/2)
19^2	361	Evaluate 19^2
4/12	1/3	Evaluate 4/12
36/2	18	Evaluate 36/2
(−2)^(−4)	1/16	Evaluate (-2)^-4
3	3	Find the Prime Factorization 3
√(,343)	7√(,7)	Evaluate square root of 343
√(,88)	2√(,22)	Evaluate square root of 88
4/√(,3)	(4√(,3))/3	Evaluate 4/( square root of 3)
i^3⋅6	−6*i	Simplify i^3*6
x=−3*y	−3y⇒y=−1/3x	Graph x=-3y
y=7	(0,7)	Find the y-intercept y=7
(5*x−4)^2=36	2,−2/5	Solve Using the Square Root Property (5x-4)^2=36
x^2=12*y	see full solution →	Graph x^2=12y
x^2+2*x	(x+1)^2	Find the Perfect Square Trinomial x^2+2x
x^2=49	±7	Solve for x x^2=49
(2x−3)(2*x+3)	4*x^2−9	Simplify (2x-3)(2x+3)
i^64	1	Simplify i^64
x<−3	x∈(−∞,−3)	Solve for x x<-3
8	8	Evaluate 8
√(,125*n)	5√(,5*n)	Simplify square root of 125n
√(4,y^4)	$	y
√(6,x^3)	√(,x)	Simplify sixth root of x^3
√(,4*y+20)−√(,y−4)=6	6⇒y=4,20	Solve by Factoring
x^2+2*x−5=0	−1±√(,6)	Solve by Completing the Square x^2+2x-5=0
x^2−14=0	±√(,14)	Solve Using the Quadratic Formula x^2-14=0
4x^2−5x−7=0	(5±√(,137))/8	Solve Using the Quadratic Formula 4x^2-5x-7=0
√(,320)	8√(,5)	Calculate the Square Root square root of 320
4x^2−4x+1=0	0	Find the Discriminant 4x^2-4x+1=0
49x^2−56x+16	(7*x−4)^2	Factor 49x^2-56x+16
12x^3+2x^2−30*x−5	(6x+1)(2*x^2−5)	Factor 12x^3+2x^2-30x-5
12x^2+17x+6	(4x+3)(3*x+2)	Factor 12x^2+17x+6
x^2−4*x+5	(x−2−i)*(x−2+i)	Factor x^2-4x+5
x^2−11*x	x*(x−11)	Factor x^2-11x
a^2−a−90	(a−10)*(a+9)	Factor a^2-a-90
20x^2+22x−12	$2(2x + 3)(5x - 2)$	Factor 20x^2+22x-12
2x^3−32x	2x(x−4)*(x+4)	Factor 2x^3-32x
3x^2−4x−15	(3x+5)(x−3)	Factor 3x^2-4x-15
2*x−5	2*x−5	Factor 2x-5
3*x−2	3*x−2	Factor 3x-2
ln(8)	3*ln(2)≈2.0794	Evaluate natural log of 8
(log_)(43)	(log_)(43)≈1.6335	Evaluate log of 43
ln(9)	2*ln(3)≈2.19722	Evaluate natural log of 9
10/4	2.5	Evaluate 10/4
4^2	16	Evaluate (4)^2
169^(1/2)	13	Evaluate 169^(1/2)
3×8	24	Evaluate 3*8
(−7)^3	−343	Evaluate (-7)^3
9^(−1)	1/9	Evaluate 9^-1
8^(−1)	1/8	Evaluate 8^-1
7×9	63	Evaluate 7*9
1/9	0.*1	Convert to a Decimal 1/9
5/6	0.8*3	Convert to a Decimal 5/6
√(,116)	2√(,29)	Evaluate square root of 116
√(3,8)	2	Evaluate - cube root of 8
(x+11)^2	x^2+22*x+121	Expand Using the Binomial Theorem (x+11)^2
y=−x^2+2*x−3	−x^2+2*x−3=(1,−2)	Find the Vertex y=-x^2+2x-3
y=x^2−4*x−12	x^2−4*x−12=(2,−16)	Find the Vertex y=x^2-4x-12
y=√(,x−1)	√(,x−1)	Graph y = square root of x-1
y=x^2−4*x	x^2−4*x	Graph y=x^2-4x
y=(x+3)^2−4	(x+3)^2−4	Graph y=(x+3)^2-4
$ x^2 + 12x + \text{___} $	(x+6)^2	Complete the Square x^2+12x+
√(,x+6)=x−6	x−6⇒x=10	Solve for x square root of x+6=x-6
2x−5y=10	5/2*y+5	Solve for x 2x-5y=10
(x^4)^2	x^8	Simplify (x^4)^2
−3=4*x^2−x−3	4*x^2−x−3⇒x=0,x=1/4	Solve for x -3=4x^2-x-3
√(,216*v)	6√(,6*v)	Simplify square root of 216v
(x+6)^2	x^2+12*x+36	Multiply (x+6)^2
√(,512*x^2)	$16	x
x^4−37*x^2+36=0	{6,−6,1,−1}	Solve by Factoring x^4-37x^2+36=0
5x+2y=10	x-intercept: (2,0), y-intercept: (0,5)	Find the x and y Intercepts 5x+2y=10
5x+3y=15	x-intercept: (3,0), y-intercept: (0,5)	Find the x and y Intercepts 5x+3y=15
2x−4y=8	x-intercept: (4,0), y-intercept: (0,−2)	Find the x and y Intercepts 2x-4y=8
2x−3y=12	x-intercept: (6,0), y-intercept: (0,−4)	Find the x and y Intercepts 2x-3y=12
√(,39)	√(,39)≈6.244997998	Calculate the Square Root square root of 39
6x^2−3x−1=0	(3±√(,33))/12	Solve Using the Quadratic Formula 6x^2-3x-1=0
2x^2−5x+2=0	2,1/2	Solve Using the Quadratic Formula 2x^2-5x+2=0
y=2*x−4	x-intercept: (2,0), y-intercept: (0,−4)	Find the x and y Intercepts y=2x-4
25x^2−70x+49	(5*x−7)^2	Factor 25x^2-70x+49
a^3+125	(a+5)(a^2−5a+25)	Factor a^3+125
a^3+64	(a+4)(a^2−4a+16)	Factor a^3+64
y^2−4	(y−2)*(y+2)	Factor y^2-4
y^2+14xy+49*x^2	(y+7*x)^2	Factor y^2+14xy+49x^2
4x^2−4x−24	$4(x - 3)(x + 2)$	Factor 4x^2-4x-24
5x^2−5x−30	$5(x - 3)(x + 2)$	Factor 5x^2-5x-30
8x^3−125y^3	(2x−5y)(4x^2+10xy+25*y^2)	Factor 8x^3-125y^3
x^(1/2)	√(,x)	Convert to Radical Form x^(1/2)
(log_3)(12)	1+(log_3)(4)	Evaluate log base 3 of 12
2/7	0.*(285714)	Evaluate 2/7
(3/5)^(−3)	125/27	Evaluate (3/5)^-3
(1/3)^4	1/81	Evaluate (1/3)^4
81^(−1/4)	1/3	Evaluate 81^(-1/4)
6/7	0.*(857142)	Evaluate 6/7
3⋅6	18	Evaluate 3*6
16×2	32	Evaluate 16*2
√(,x−1)	Domain: [1,∞), Range: [0,∞)	Find the Domain and Range square root of x-1
√(3,80)	2√(3,10)	Evaluate cube root of 80
√(4,2401)	7	Evaluate fourth root of 2401
√(,38)	√(,38)	Evaluate square root of 38
√(,242)	11√(,2)	Evaluate square root of 242
√(,97)	√(,97)≈9.8488578	Evaluate square root of 97
√(,55)	√(,55)≈7.416198487	Evaluate square root of 55
y=√(,x−2)	Domain: [2,∞), Range: [0,∞)	Find the Domain and Range y = square root of x-2
ƒ(x)=2^x+1	—	Graph f(x)=2^x+1
ƒ(x)=x^2+2*x−8	(x+1)^2−9	Graph f(x)=x^2+2x-8
y=(x−2)^2−1	(x−2)^2−1	Graph y=(x-2)^2-1
ƒ(x)=−2	−2	Graph f(x)=-2
x−y=−1	x+1	Graph x-y=-1
y=−3*x−3	−3*x−3	Graph y=-3x-3
( y = \frac{1}{2}	x	)
(x−1)^2=4	4⇒x=3,−1	Solve Using the Square Root Property (x-1)^2=4
(x^2)/16+(y^2)/9=1	see full solution →	Graph (x^2)/16+(y^2)/9=1
y=√(3,x)	8=1/12	Find the Slope x=8
1/5	20*%	Convert to a Percentage 1/5
x^2−25=0	±5	Solve for x x^2-25=0
144=−12*(x+5)	−17	Solve for x 144=-12(x+5)
(x−9)*(x+9)	x^2−81	Simplify (x-9)(x+9)
(6*x+5)^2	36x^2+60x+25	Simplify (6x+5)^2
4*x^(−2)	4/(x^2)	Simplify 4x^-2
√(,14)	√(,14)	Simplify square root of 14
√(4,x^12)	x^3	Simplify fourth root of x^12
x^2−x−12=0	$4, -3$	Solve by Factoring x^2-x-12=0
x^2+6*x+1=0	−3±2√(,2)	Solve by Completing the Square x^2+6x+1=0
x−3*y=6	x-intercept: (6,0), y-intercept: (0,−2)	Find the x and y Intercepts x-3y=6
x^2+18*x+81=0	−9	Solve Using the Quadratic Formula x^2+18x+81=0
x^2+7*x−18=0	$2, -9$	Solve Using the Quadratic Formula x^2+7x-18=0
x^2+12*x+20=0	−2,−10	Solve Using the Quadratic Formula x^2+12x+20=0
4x^2+9x−1=0	(−9±√(,97))/8	Solve Using the Quadratic Formula 4x^2+9x-1=0
5x^2−7x−2=0	(7±√(,89))/10	Solve Using the Quadratic Formula 5x^2-7x-2=0
√(,84)	2√(,21)	Calculate the Square Root square root of 84
9x^2−24xy+16y^2	(3x−4y)^2	Factor 9x^2-24xy+16y^2
5*x^2−80	$5(x - 4)(x + 4)$	Factor 5x^2-80
5x^2+19x−4	(5x−1)(x+4)	Factor 5x^2+19x-4
12x^2+5x−2	(3x+2)(4*x−1)	Factor 12x^2+5x-2
12*x^2−27	$3(2x - 3)(2x + 3)$	Factor 12x^2-27
x^2+6	(x+i√(,6))*(x−i√(,6))	Factor x^2+6
x^3−8*y^3	(x−2y)(x^2+2xy+4*y^2)	Factor x^3-8y^3
15x^2−16xy+4y^2	(5x−2y)(3x−2*y)	Factor 15x^2-16xy+4y^2
4x^2+16x+16	4*(x+2)^2	Factor 4x^2+16x+16
36x^2−84x+49	(6*x−7)^2	Factor 36x^2-84x+49
3x^2−6x−9	$3(x - 3)(x + 1)$	Factor 3x^2-6x-9
3x^2−11x−20	(3x+4)(x−5)	Factor 3x^2-11x-20
(log_3)(1/9)	−2	Evaluate log base 3 of 1/9
(log_2)(32)	5	Expand the Logarithmic Expression log base 2 of 32
(1/9)^(−3/2)	27	Evaluate (1/9)^(-3/2)
(−256)^(1/4)	2√(,2)+2√(,2)*i	Evaluate (-256)^(1/4)
9/10	0.9	Evaluate 9/10
6*%	0.06	Convert to a Decimal 6%
10*%	0.1	Convert to a Decimal 10%
44	2^2×11	Find the Prime Factorization 44
70	2×5×7	Find the Prime Factorization 70
√(3,1/27)	1/3	Evaluate cube root of 1/27
√(,105)	√(,105)	Evaluate square root of 105
√(4,4096)	8	Evaluate fourth root of 4096
3√(,6)	3√(,6)≈7.348469	Evaluate 3 square root of 6
y=−x^2+6*x−8	(3,1)	Find the Vertex y=-x^2+6x-8
(4*x−7)^2	16x^2−56x+49	Expand Using the Binomial Theorem (4x-7)^2
(5*x−3)^2	25x^2−30x+9	Expand Using the Binomial Theorem (5x-3)^2
y=6	(0,6)	Find the y-intercept y=6
3*x^2=12	±2	Solve Using the Square Root Property 3x^2=12
y=(x−3)^2+2	(x−3)^2+2	Graph y=(x-3)^2+2
y=−1/3*x+3	−1/3*x+3	Graph y=-1/3x+3
x^2+2*x+1	(x+1)^2	Graph x^2+2x+1
(log_3)(7)	ln(7)/ln(3)≈1.7712	Evaluate log base 3 of 7
x^2+16*x+…	(x+8)^2	Complete the Square x^2+16x+
x^2−2*x	(x−1)^2	Find the Perfect Square Trinomial x^2-2x
v=1/3bh	(3*v)/h	Solve for b v=1/3*(bh)
3n−5=−8(6+5*n)	−1	Solve for n 3n-5=-8(6+5n)
y=2*x+1	(y−1)/2	Solve for y y=2x+1
(4−3*i)^2	$7 - 24i$	Simplify (4-3i)^2
i^6⋅1	−1	Simplify i^6*1
√(,100*v^3)	10*v√(,v)	Simplify square root of 100v^3
i^5⋅4	4*i	Simplify i^5*4
(3*x−4)^2	9x^2−24x+16	Simplify (3x-4)^2
x^2−25=0	$5, -5$	Solve by Factoring x^2-25=0
x^4−3*x^2+2=0	{1,−1,√(,2),−√(,2)}	Solve by Factoring x^4-3x^2+2=0
6x^2−7x−2=0	(7±√(,97))/12	Solve Using the Quadratic Formula 6x^2-7x-2=0
9*x^2−4=0	±2/3	Solve Using the Quadratic Formula 9x^2-4=0
x^2+8*x+14=0	−4±√(,2)	Solve Using the Quadratic Formula x^2+8x+14=0
x^2−4*x+20=0	2±4*i	Solve Using the Quadratic Formula x^2-4x+20=0
3x^2−2x−8=0	2,−4/3	Solve Using the Quadratic Formula 3x^2-2x-8=0
3x^2−5x+2=0	1,2/3	Solve Using the Quadratic Formula 3x^2-5x+2=0
3x^2+3x−60	3(x+5)(x−4)	Factor 3x^2+3x-60
27x^3−64y^3	(3x−4y)(9x^2+12xy+16*y^2)	Factor 27x^3-64y^3
2k^2+22k+60	$2(k + 5)(k + 6)$	Factor 2k^2+22k+60
2x^2−9x−18	(2x+3)(x−6)	Factor 2x^2-9x-18
2x^2+15x+7	(2x+1)(x+7)	Factor 2x^2+15x+7
x^2−7*x−60	(x+5)*(x−12)	Factor x^2-7x-60
x^3+x^2−x−1	(x−1)*(x+1)^2	Factor x^3+x^2-x-1
12x^2−7x−12	(4x+3)(3*x−4)	Factor 12x^2-7x-12
5*x^2−x−18	(5x+9)(x−2)	Factor 5x^2-x-18
x+1	x+1	Factor x+1
√(4,x^3)	x^3/4	Write with Rational (Fractional) Exponents fourth root of x^3
10^(−3)=0.001	−3	Convert to Logarithmic Form 10^-3=0.001
(1/10)^(−3)=1000	−3	Convert to Logarithmic Form (1/10)^-3=1000
(−81)^(1/4)	(3√(,2))/2+(3√(,2))/2*i	Evaluate (-81)^(1/4)
(4/3)^(−3)	27/64	Evaluate (4/3)^-3
1/3⋅6	2	Evaluate 1/3*6
65	5×13	Find the Prime Factorization 65
225	3^2⋅5^2	Find the Prime Factorization 225
10	2⋅5	Find the Prime Factorization 10
5/2	2.5	Convert to a Decimal 5/2
60^2	3600	Evaluate 60^2
3⋅−2	−6	Evaluate 3*-2
(2*x+3)^3	8x^3+36x^2+54*x+27	Expand Using the Binomial Theorem (2x+3)^3
y=−2*x^2+3	(0,3)	Find the Vertex y=-2x^2+3
2/√(,7)	(2√(,7))/7	Evaluate 2/( square root of 7)
ƒ(x)=x^2−4*x	x^2−4*x	Graph f(x)=x^2-4x
ƒ(x)=x^2−7	x^2−7	Graph f(x)=x^2-7
(x−3)^2=16	16⇒x=7,−1	Solve Using the Square Root Property (x-3)^2=16
x^2−14*x	(x−7)^2	Find the Perfect Square Trinomial x^2-14x
x^2−26*x	(x−13)^2−169	Complete the Square x^2-26x
(2+3i)(2−3*i)	13	Simplify (2+3i)(2-3i)
x^4−6*x^2+5=0	√(,5),−√(,5),1,−1	Solve by Factoring x^4-6x^2+5=0
x^2−x−6=0	$3, -2$	Solve by Factoring x^2-x-6=0
x^2+2*x−8=0	−4,2	Solve by Factoring x^2+2x-8=0
4x−5y=20	x-intercept: (5,0), y-intercept: (0,−4)	Find the x and y Intercepts 4x-5y=20
3x^2+2x+1=0	(−1±i√(,2))/3	Solve Using the Quadratic Formula 3x^2+2x+1=0
2x^2−4x+3=0	1±(i√(,2))/2	Solve Using the Quadratic Formula 2x^2-4x+3=0
x^2−2*x+17=0	1±4*i	Solve Using the Quadratic Formula x^2-2x+17=0
x^2−6*x=40	$10, -4$	Solve Using the Quadratic Formula x^2-6x=40
x^2−x−4=0	(1±√(,17))/2	Solve Using the Quadratic Formula x^2-x-4=0
y=x^2+8*x+12	see full solution →	Find the x and y Intercepts y=x^2+8x+12
y=x^2+2*x−15	see full solution →	Find the x and y Intercepts y=x^2+2x-15
4x^2−5x+2=0	(5±i√(,7))/8	Solve Using the Quadratic Formula 4x^2-5x+2=0
√(,89)	√(,89)≈9.43398	Calculate the Square Root square root of 89
√(,38)	√(,38)	Calculate the Square Root square root of 38
5x^2+34x+24	(5x+4)(x+6)	Factor 5x^2+34x+24
4x^2−8x−5	(2x−5)(2*x+1)	Factor 4x^2-8x-5
a^2−36	(a−6)*(a+6)	Factor a^2-36
x^4+x^2−12	(x^2+4)*(x^2−3)	Factor x^4+x^2-12
x^4+x^2−6	(x^2+3)*(x^2−2)	Factor x^4+x^2-6
x^2+4*x+1	(x+2−√(,3))*(x+2+√(,3))	Factor x^2+4x+1
x^2+2*x+42	prime (irreducible over integers)	Factor x^2+2x+42
x^2−11*x−12	(x−12)*(x+1)	Factor x^2-11x-12
2x^2+13x+20	(2x+5)(x+4)	Factor 2x^2+13x+20
2x^2−6x	2x(x−3)	Factor 2x^2-6x
2*x−2	$2(x - 1)$	Factor 2x-2
ƒ(x)=3*x−1	(x+1)/3	Find the Inverse f(x)=3x-1
y=√(,x−9)	Domain:[9,∞)	Find the Domain y = square root of x-9
(log_6)(8)	(log_6)(8)≈1.1606	Evaluate log base 6 of 8
(8/27)^(−2/3)	9/4	Evaluate (8/27)^(-2/3)
2/1	2	Evaluate 2/1
243^(4/5)	81	Evaluate 243^(4/5)
3⋅4	12	Evaluate 3*4
2⋅−1	−2	Evaluate 2*-1
8/10	4/5	Evaluate 8/10
10⋅10	100	Evaluate 10*10
8*%	0.08	Convert to a Decimal 8%
6⋅9	54	Evaluate 6*9
y=2^x	see full solution →	Find the Domain and Range y=2^x
(6*x−5)^2	36x^2−60x+25	Expand Using the Binomial Theorem (6x-5)^2
2*x^2=72	±6	Solve Using the Square Root Property 2x^2=72
2*x^2=8	±2	Solve Using the Square Root Property 2x^2=8
√(,2/3)	√(,6)/3	Simplify square root of 2/3
√(,(−6)^2)	6	Simplify square root of (-6)^2
x−y=6	x−6	Graph x-y=6
e^x=5	5⇒x=ln(5)	Solve for x e^x=5
x^2=25	±5	Solve for x x^2=25
(log_x)(8)=3	3⇒x=2	Solve for x log base x of 8=3
y=3*x	3*x	Solve for y y=3x
−9*x+1=−80	−80⇒x=9	Solve for x -9x+1=-80
x^4−3*x^2+2=0	1,−1,√(,2),−√(,2)	Solve for x x^4-3x^2+2=0
(3x−7)(3*x−5)	9x^2−36x+35	Simplify (3x-7)(3x-5)
(x+6)^3	x^3+18x^2+108x+216	Simplify (x+6)^3
7x^(−8)⋅(6x^3)	42/(x^5)	Simplify 7x^-8*(6x^3)
√(,45*p^2)	$3	p
√(3,x^7)	x^2√(3,x)	Simplify cube root of x^7
x^4−6*x^2+8=0	±√(,2),±2	Solve by Factoring x^4-6x^2+8=0
x^4−7*x^2+12=0	0⇒x=√(,3),−√(,3),2,−2	Solve by Factoring x^4-7x^2+12=0
2*m^2−m−15=0	−5/2,3	Solve by Factoring 2m^2-m-15=0
8x^2−7x+1=0	(7±√(,17))/16	Solve Using the Quadratic Formula 8x^2-7x+1=0
y=x^2−2*x−15	see full solution →	Find the x and y Intercepts y=x^2-2x-15
x−y=5	x-intercept: (5,0), y-intercept: (0,−5)	Find the x and y Intercepts x-y=5
y=x	x-intercept: (0,0), y-intercept: (0,0)	Find the x and y Intercepts y=x
y=2*x−6	x-intercept: (3,0), y-intercept: (0,−6)	Find the x and y Intercepts y=2x-6
1/16x^2−1/8x=1	1⇒x=1±√(,17)	Solve Using the Quadratic Formula 1/16x^2-1/8x=1
x^2−8*x+20=0	4±2*i	Solve Using the Quadratic Formula x^2-8x+20=0
x^2−45=0	±3√(,5)	Solve Using the Quadratic Formula x^2-45=0
x^2+8*x+6=0	−4±√(,10)	Solve Using the Quadratic Formula x^2+8x+6=0
x^2+6*x+18=0	−3±3*i	Solve Using the Quadratic Formula x^2+6x+18=0
x^2+3*x−6=0	(−3±√(,33))/2	Solve Using the Quadratic Formula x^2+3x-6=0
x^2+11*x=−28	−4,−7	Solve Using the Quadratic Formula x^2+11x=-28
2m^2+2m−12=0	$2, -3$	Solve Using the Quadratic Formula 2m^2+2m-12=0
3x^2+18x+15=0	−1,−5	Solve Using the Quadratic Formula 3x^2+18x+15=0
3x^2−9x+4=0	(9±√(,33))/6	Solve Using the Quadratic Formula 3x^2-9x+4=0
3x^2−10x+3	(3x−1)(x−3)	Factor 3x^2-10x+3
3x^2−13x+4	(3x−1)(x−4)	Factor 3x^2-13x+4
4x^2+2x	2x(2*x+1)	Factor 4x^2+2x
2x^3−18x	2x(x−3)*(x+3)	Factor 2x^3-18x
2x^2+4x−6	$2(x + 3)(x - 1)$	Factor 2x^2+4x-6
2x^2+8x+8	2*(x+2)^2	Factor 2x^2+8x+8
16*x^2+25	(4x+5i)(4x−5*i)	Factor 16x^2+25
16b^2+60b−100	$4(4b - 5)(b + 5)$	Factor 16b^2+60b-100
x^3+1000	(x+10)(x^2−10x+100)	Factor x^3+1000
125x^3+8y^3	(5x+2y)(25x^2−10xy+4*y^2)	Factor 125x^3+8y^3
10x^2−17x+3	(5x−1)(2*x−3)	Factor 10x^2-17x+3
10x^2+9x+2	(2x+1)(5*x+2)	Factor 10x^2+9x+2
p^2+3*p−18	(p+6)*(p−3)	Factor p^2+3p-18
4x^2−13x+9	(4x−9)(x−1)	Factor 4x^2-13x+9
4x^2−11x−3	(4x+1)(x−3)	Factor 4x^2-11x-3
5*x^3−135	5(x−3)(x^2+3*x+9)	Factor 5x^3-135
6x^2−19x+10	(3x−2)(2*x−5)	Factor 6x^2-19x+10
x−3	x−3	Factor x-3
9x^2+3x−2	(3x+2)(3*x−1)	Factor 9x^2+3x-2
ƒ(x)=4*x+3	(x−3)/4	Find the Inverse f(x)=4x+3
(log_6)(1296)	4	Evaluate log base 6 of 1296
343^(2/3)	49	Evaluate 343^(2/3)
−12^2	−144	Evaluate -12^2
(−27)^(4/3)	81	Evaluate (-27)^(4/3)
(1/4)^3	1/64	Evaluate (1/4)^3
1/0	undefined	Evaluate 1/0
9⋅8	72	Evaluate 9*8
−5^0	−1	Evaluate -5^0
(x+12)^2	x^2+24*x+144	Expand Using the Binomial Theorem (x+12)^2
(2*x−6)^2	4x^2−24x+36	Expand Using the Binomial Theorem (2x-6)^2
√(,−294)	7*i√(,6)	Evaluate square root of -294
√(,47)	√(,47)≈6.8556546004	Evaluate square root of 47
y=√(3,x)	see full solution →	Find the Domain and Range y = cube root of x
y=√(,x+3)	Domain:[−3,∞),Range:[0,∞)	Find the Domain and Range y = square root of x+3
x−2*y=6	1/2*x−3	Graph x-2y=6
y−5=0	0⇒y=5	Graph y-5=0
ƒ(x)=x^2−2*x−8	(x−1)^2−9	Graph f(x)=x^2-2x-8
( y =	x - 3	)
y=−4^x	−4^x	Graph y=-4^x
x+2*y≥−5	—	Graph x+2y>=-5
y=9	9	Graph y=9
y=3*x−8	3*x−8	Graph y=3x-8
y=√(,4−x^2)	√(,4−x^2)	Graph square root of 4-x^2
6*x^2=54	±3	Solve Using the Square Root Property 6x^2=54
(x−2)^2=16	16⇒x=6,−2	Solve Using the Square Root Property (x-2)^2=16
y=1	1	Find the y-intercept y=1
x^2+y^2+6x−6y−46=0	8^2	Graph x^2+y^2+6x-6y-46=0
x^2=100	±10	Solve for x x^2=100
3^x=7	ln(7)/ln(3)	Solve for x 3^x=7
27^x=81	4/3	Solve for x 27^x=81
(log_)(10^5)	5	Evaluate log of 10^5
(3x+2)(3*x−2)	9*x^2−4	Simplify (3x+2)(3x-2)
(x−4)*(x−4)	x^2−8*x+16	Simplify (x-4)(x-4)
(2x^4y^(−3))^(−1)	(y^3)/(2*x^4)	Simplify (2x^4y^-3)^-1
(4*x^3)^2	16*x^6	Simplify (4x^3)^2
(3*x)^4	81*x^4	Simplify (3x)^4
√(,11)	√(,11)	Simplify square root of 11
Graph the line segment from (9,−3) to *(−2,−4)	Line segment from (9,−3) to *(−2,−4)	Graph the Line Segment (9,-3)-(-2,-4)
√(,2)	√(,2)	Simplify square root of 2
√(,512*m^3)	16m√(,2m)	Simplify square root of 512m^3
x^(2/3)−x^(1/3)−6=0	$27, -8$	Solve by Factoring x^(2/3)-x^(1/3)-6=0
2x^2−7x+3=0	3,1/2	Solve Using the Quadratic Formula 2x^2-7x+3=0
v^2+2*v−8=0	$2, -4$	Solve Using the Quadratic Formula v^2+2v-8=0
x^2−2*x=24	$6, -4$	Solve Using the Quadratic Formula x^2-2x=24
x^2−13*x+42=0	$7, 6$	Solve Using the Quadratic Formula x^2-13x+42=0
x−y=2	x-intercept: (2,0), y-intercept: (0,−2)	Find the x and y Intercepts x-y=2
y=x^2−4*x−12	see full solution →	Find the x and y Intercepts y=x^2-4x-12
9*x^2+16=0	±4/3*i	Solve Using the Quadratic Formula 9x^2+16=0
8*x^3+y^3	(2x+y)(4x^2−2x*y+y^2)	Factor 8x^3+y^3
7x^2−5x−2	(7x+2)(x−1)	Factor 7x^2-5x-2
4x^2−7x−15	(4x+5)(x−3)	Factor 4x^2-7x-15
5v^2−30v+40	$5(v - 2)(v - 4)$	Factor 5v^2-30v+40
10x^2−19x+6	(5x−2)(2*x−3)	Factor 10x^2-19x+6
x^3+4*x^2−x−4	(x−1)(x+1)(x+4)	Factor x^3+4x^2-x-4
x^2+20*x	x*(x+20)	Factor x^2+20x
x^2+4*x+2	(x+2−√(,2))*(x+2+√(,2))	Factor x^2+4x+2
x^2+4xy+4*y^2	(x+2*y)^2	Factor x^2+4xy+4y^2
x^2+4xy−12*y^2	(x+6y)(x−2*y)	Factor x^2+4xy-12y^2
2x^2+2x−24	2(x+4)(x−3)	Factor 2x^2+2x-24
2x^2+13x−24	(2x−3)(x+8)	Factor 2x^2+13x-24
2x^2+22x+60	$2(x + 5)(x + 6)$	Factor 2x^2+22x+60
2p^2+2p−4	2(p+2)(p−1)	Factor 2p^2+2p-4
25x^2−16y^2	(5x−4y)(5x+4*y)	Factor 25x^2-16y^2
4n^2−15n−25	(4n+5)(n−5)	Factor 4n^2-15n-25
3x^2+31x+36	(3x+4)(x+9)	Factor 3x^2+31x+36
3x^2+11x−20	(3x−4)(x+5)	Factor 3x^2+11x-20
3x^2+14x+15	(3x+5)(x+3)	Factor 3x^2+14x+15
√(,x^3)	x^3/2	Write with Rational (Fractional) Exponents square root of x^3
10^4=10000	10000⇔(log_10)(10000)=4	Convert to Logarithmic Form 10^4=10000
(log_4)(1/256)	−4	Evaluate log base 4 of 1/256
(log_3)(14)	(log_3)(14)≈2.40217	Evaluate log base 3 of 14
x^2+y^2+6x−6y−46=0	Center: (−3,3), Radius: 8	Find the Center and Radius x^2+y^2+6x-6y-46=0
(1/3)^(−3)	27	Evaluate (1/3)^-3
3^2	9	Evaluate (3)^2
0.625	5/8	Convert to a Simplified Fraction 0.625
36/4	9	Evaluate 36/4
3/20	0.15	Evaluate 3/20
2/10	1/5	Evaluate 2/10
12/4	3	Evaluate 12/4
4⋅6	24	Evaluate 4*6
6/12	1/2	Evaluate 6/12
64^(−4/3)	1/256	Evaluate 64^(-4/3)
8⋅9	72	Evaluate 8*9
88	2^3×11	Find the Prime Factorization 88
√(,−252)	6*i√(,7)	Evaluate square root of -252
√(,140)	2√(,35)	Evaluate square root of 140
√(,81/64)	9/8	Evaluate square root of 81/64
5/√(,5)	√(,5)	Evaluate 5/( square root of 5)
y=−x^2+4*x−6	(2,−2)	Find the Vertex y=-x^2+4x-6
y=−x^2+3	(0,3)	Find the Vertex y=-x^2+3
ƒ(x)=x^2+1	see full solution →	Find the Domain and Range f(x)=x^2+1
(x+y)^8	see full solution →	Expand Using the Binomial Theorem (x+y)^8
y=2*x+3	2	Find the Slope y=2x+3
x^2=54	±3√(,6)	Solve Using the Square Root Property x^2=54
(x^2)/25+(y^2)/9=1	see full solution →	Graph (x^2)/25+(y^2)/9=1
y=2/x	2/x	Graph y=2/x
ln(10)	ln(10)≈2.302585	Evaluate natural log of 10
x^2+4*x+…	(x+2)^2	Complete the Square x^2+4x+
x^2−4*x	(x−2)^2	Find the Perfect Square Trinomial x^2-4x
x^2−64=0	±8	Solve for x x^2-64=0
x^2−49=0	±7	Solve for x x^2-49=0
x^4=16	$2, -2, 2i, -2i$	Solve for x x^4=16
√(,x+14)=x−6	11	Solve for x square root of x+14=x-6
(log_)(4*x+10)=3	3⇒x=247.5	Solve for x log of 4x+10=3
x−3*y=6	3*y+6	Solve for x x-3y=6
(x−2)*(x−3)	x^2−5*x+6	Simplify (x-2)(x-3)
4x+3x^2−x+2=38	−4,3	Solve for x 4x+3x^2-x+2=38
(4*r^0)^4	256	Simplify (4r^0)^4
(3*k^4)^4	81*k^16	Simplify (3k^4)^4
4r^(−3)⋅(2r^2)	8/r	Simplify 4r^-3*(2r^2)
4a^3b^2(3a^(−4)*b^(−3))	12/(a*b)	Simplify 4a^3b^2*(3a^-4b^-3)
√(,36x^2y^3)	6xy√(,y)	Simplify square root of 36x^2y^3
x^4−10*x^2+24=0	±√(,6),±2	Solve by Factoring x^4-10x^2+24=0
x^2−4*x+3=0	$3, 1$	Solve by Completing the Square x^2-4x+3=0
5*x+y=10	x-intercept: (2,0), y-intercept: (0,10)	Find the x and y Intercepts 5x+y=10
5x−3y=15	x-intercept: (3,0), y-intercept: (0,−5)	Find the x and y Intercepts 5x-3y=15
6x^2−9x+1=0	(9±√(,57))/12	Solve Using the Quadratic Formula 6x^2-9x+1=0
x^2−8*x−4=0	4±2√(,5)	Solve Using the Quadratic Formula x^2-8x-4=0
x^2−x=12	$4, -3$	Solve Using the Quadratic Formula x^2-x=12
x^2+6*x−6=0	−3±√(,15)	Solve Using the Quadratic Formula x^2+6x-6=0
x^2−10*x+9=0	$9, 1$	Solve Using the Quadratic Formula x^2-10x+9=0
2x^2−5x−12=0	4,−3/2	Solve Using the Quadratic Formula 2x^2-5x-12=0
3*x^2−x−4=0	4/3,−1	Solve Using the Quadratic Formula 3x^2-x-4=0
y=2/x	0, Horizontal Asymptote: *y=0	Find the Asymptotes y=2/x
36x^2−84xy+49y^2	(6x−7y)^2	Factor 36x^2-84xy+49y^2
2x^2+11x−21	(2x−3)(x+7)	Factor 2x^2+11x-21
2x^2−9x+10	(2x−5)(x−2)	Factor 2x^2-9x+10
2x^2−5x−7	(2x−7)(x+1)	Factor 2x^2-5x-7
15n^2−27n−6	$3(5n + 1)(n - 2)$	Factor 15n^2-27n-6
x^2+4*x+16	irreducible over real numbers	Factor x^2+4x+16
x^2+2*x+56	(x+1−i√(,55))*(x+1+i√(,55))	Factor x^2+2x+56
x^2−16*x+60	(x−6)*(x−10)	Factor x^2-16x+60
x^3−3*x^2−x+3	(x−1)(x+1)(x−3)	Factor x^3-3x^2-x+3
x^4−8*x^2+16	(x−2)^2*(x+2)^2	Factor x^4-8x^2+16
y^2+3*y−18	(y+6)*(y−3)	Factor y^2+3y-18
a^4−16	(a−2)(a+2)(a^2+4)	Factor a^4-16
v^2−10*v+25	(v−5)^2	Factor v^2-10v+25
5x^2+8x+3	(5x+3)(x+1)	Factor 5x^2+8x+3
4*x+12	$4(x + 3)$	Factor 4x+12
4x^2−36x+81	(2*x−9)^2	Factor 4x^2-36x+81
81*x^2−25	(9x−5)(9*x+5)	Factor 81x^2-25
√(5,x^3)	x^3/5	Write with Rational (Fractional) Exponents fifth root of x^3
x^2+4	x^2+4	Simplify x^2+4
ƒ(x)=x^3−6	√(3,x+6)	Find the Inverse f(x)=x^3-6
(log_4)(20)	ln(20)/ln(4)≈2.1610	Evaluate log base 4 of 20
16^3	4096	Evaluate 16^3
(3/2)^(−2)	4/9	Evaluate (3/2)^-2
(1/81)^(−3/4)	27	Evaluate (1/81)^(-3/4)
100^(−1/2)	1/10	Evaluate 100^(-1/2)
9/6	1.5	Evaluate 9/6
2!	2	Evaluate 2!
(5*x−4)^2	25x^2−40x+16	Expand Using the Binomial Theorem (5x-4)^2
ƒ(x)=(x+2)/(x−3)	see full solution →	Find the Domain and Range f^-1
y=−2*x^2+4	(0,4)	Find the Vertex y=-2x^2+4
√(,25/16)	5/4	Evaluate square root of 25/16
√(,294)	7√(,6)	Evaluate square root of 294
√(,676)	26	Evaluate square root of 676
√(4,10000)	10	Evaluate fourth root of 10000
ƒ(x)=(1/2)^x	—	Graph f(x)=(1/2)^x
ƒ(x)=5	5* is a horizontal line passing through *(0,5)	Graph f(x)=5
ƒ(x)=(x−2)^2−1	(x−2)^2−1	Graph f(x)=(x-2)^2-1
(x−2)^2=25	25⇒x=7,−3	Solve Using the Square Root Property (x-2)^2=25
4^x=16	2	Solve for x 4^x=16
1/16=64^(4*x−3)	64^(4*x−3)⇒x=7/12	Solve for x 1/16=64^(4x-3)
i^5⋅1	i	Simplify i^5*1
x^(−1/2)	1/√(,x)	Simplify x^(-1/2)
x^2−4	(x−2)*(x+2)	Simplify x^2-4
4*x	4*x	Simplify 4x
2*i	2*i	Simplify 2i
3*i	3*i	Simplify 3i
√(,28x^3y^3)	2xy√(,7xy)	Simplify square root of 28x^3y^3
(x+5)*(x−5)	x^2−25	Multiply (x+5)(x-5)
√(3,27*x^3)	3*x	Simplify cube root of 27x^3
(x^2)/2+5/2*x=2	2⇒x=(−5±√(,41))/2	Solve by Completing the Square (x^2)/2+5/2x=2
2x^2+11x−1=0	(−11±√(,129))/4	Solve by Completing the Square 2x^2+11x-1=0
x^4−7*x^2+6=0	1,−1,√(,6),−√(,6)	Solve by Factoring x^4-7x^2+6=0
x^4−50*x^2+49=0	{−7,−1,1,7}	Solve by Factoring x^4-50x^2+49=0
z^2+2*z−15=0	−5,3	Solve by Factoring z^2+2z-15=0
x^2+x−12=0	0⇒x=−4,3	Solve by Factoring x^2+x-12=0
x^3+2x^2−5x−6=0	{−3,−1,2}	Solve by Factoring x^3+2x^2-5x-6=0
7*x^2−28	$7(x - 2)(x + 2)$	Factor 7x^2-28
9x^2−4y^2	(3x−2y)(3x+2*y)	Factor 9x^2-4y^2
x^2+5*x−6	(x+6)*(x−1)	Factor x^2+5x-6
4*x−8	$4(x - 2)$	Factor 4x-8
54c^3d^4+9c^4d^2	9c^3d^2(6d^2+c)	Factor 54c^3d^4+9c^4d^2
a^3−27	(a−3)(a^2+3a+9)	Factor a^3-27
x^3+2x^2+3x+6	(x^2+3)*(x+2)	Factor x^3+2x^2+3x+6
x^2−6	(x−√(,6))*(x+√(,6))	Factor x^2-6
15x^2−19x+6	(3x−2)(5*x−3)	Factor 15x^2-19x+6
16x^2−24xy+9y^2	(4x−3y)^2	Factor 16x^2-24xy+9y^2
2*x^3+16	2(x+2)(x^2−2*x+4)	Factor 2x^3+16
2x^2+10x+8	$2(x + 1)(x + 4)$	Factor 2x^2+10x+8
3x^3−48x	3x(x−4)*(x+4)	Factor 3x^3-48x
√(3,y^2)	y^2/3	Write with Rational (Fractional) Exponents cube root of y^2
ƒ(x)=x^3−3	√(3,x+3)	Find the Inverse f(x)=x^3-3
(log_9)(7)	ln(7)/ln(9)≈0.8856	Evaluate log base 9 of 7
ln(1/2)	−ln(2)	Evaluate natural log of 1/2
3^(−2)=1/9	see full solution →	Convert to Logarithmic Form 3^-2=1/9
3^5=243	243⇔(log_3)(243)=5	Convert to Logarithmic Form 3^5=243
0/3	0	Evaluate 0/3
(1/27)^2/3	1/9	Evaluate (1/27)^(2/3)
12⋅6	72	Evaluate 12*6
81^(−1/2)	1/9	Evaluate 81^(-1/2)
−7^0	−1	Evaluate -7^0
5/0	undefined	Evaluate 5/0
√(5,96)	2√(5,3)	Evaluate fifth root of 96
√(3,875)	5√(3,7)	Evaluate cube root of 875
6√(,3)	6√(,3)≈10.392	Evaluate 6 square root of 3
√(,9/49)	3/7	Evaluate square root of 9/49
√(,17/3)	√(,51)/3	Evaluate square root of 17/3
y=2*x^2+3	(0,3)	Find the Vertex y=2x^2+3
y=x^2−2*x+3	x^2−2*x+3=(1,2)	Find the Vertex y=x^2-2x+3
(3*x−1)^2	9x^2−6x+1	Expand Using the Binomial Theorem (3x-1)^2
(4*x+3)^2	16x^2+24x+9	Expand Using the Binomial Theorem (4x+3)^2
x=−4	y-intercept: None	Find the y-intercept x=-4
2/3	66.(6)%	Convert to a Percentage 2/3
(x^2)/16−(y^2)/9=1	see full solution →	Graph (x^2)/16-(y^2)/9=1
(x^2)/25+(y^2)/16=1	see full solution →	Graph (x^2)/25+(y^2)/16=1
x+4≥0	x≥−4	Graph x+4>=0
y=x^2−2*x	x^2−2*x	Graph x^2-2x
y=2/3*x−4	2/3*x−4	Graph y=2/3x-4
x^2−16*x	(x−8)^2	Find the Perfect Square Trinomial x^2-16x
c=5/9*(F−32)	9/5*c+32	Solve for F c=5/9*(F-32)
a=1/2h(a+b)	(h*b)/(2−h)	Solve for a a=1/2*(h(a+b))
ƒ(x)=x^2−1	see full solution →	Find the Domain and Range f(x)=x^2-1
x−2=0	2	Solve for x x-2=0
2*x−y=6	y/2+3	Solve for x 2x-y=6
y=2*x−3	(y+3)/2	Solve for y y=2x-3
i^5⋅2	2*i	Simplify i^5*2
i^67	−i	Simplify i^67
(−3+√(,−27))/3	−1+i√(,3)	Simplify (-3+ square root of -27)/3
(10,−3)* to *(3,5)	—	Graph the Line Segment (10,-3)-(3,5)
(x−5)^3	x^3−15x^2+75x−125	Simplify (x-5)^3
(2*x−3)^3	8x^3−36x^2+54*x−27	Simplify (2x-3)^3
√(,50*x^3)	5x√(,2x)	Simplify square root of 50x^3
x^3−216=0	6,−3+3i√(,3),−3−3i√(,3)	Solve by Factoring x^3-216=0
p^4−256=0	$4, -4, 4i, -4i$	Solve by Factoring p^4-256=0
ƒ(x)=x^3+2x^2−5x−6	−3,−1,2	Find the Roots (Zeros) f(x)=x^3+2x^2-5x-6
ƒ(x)=5*x^2+6	y-intercept: *(0,6), x-intercepts: None	Find the x and y Intercepts f(x)=5x^2+6
y=3*x+2	3,y-intercept=2	Find the Slope and y-intercept y=3x+2
y=x^2+2*x−24	see full solution →	Find the x and y Intercepts y=x^2+2x-24
x^2−10*x+34=0	5±3*i	Solve Using the Quadratic Formula x^2-10x+34=0
x^2+10*x+14=0	−5±√(,11)	Solve Using the Quadratic Formula x^2+10x+14=0
x^2−x−7=0	(1±√(,29))/2	Solve Using the Quadratic Formula x^2-x-7=0
x^2−6*x−3=0	3±2√(,3)	Solve Using the Quadratic Formula x^2-6x-3=0
x^2−5*x−1=0	(5±√(,29))/2	Solve Using the Quadratic Formula x^2-5x-1=0
2*x^2+18=0	0⇒x=±3*i	Solve Using the Quadratic Formula 2x^2+18=0
2x^2−7x−1=0	(7±√(,57))/4	Solve Using the Quadratic Formula 2x^2-7x-1=0
16*x^2−9=0	±3/4	Solve Using the Quadratic Formula 16x^2-9=0
3x^2+11x−4=0	1/3,−4	Solve Using the Quadratic Formula 3x^2+11x-4=0
9x^2−24x+16=0	4/3	Solve Using the Quadratic Formula 9x^2-24x+16=0
√(,37)	√(,37)≈6.08276253	Calculate the Square Root square root of 37
3x^2−6x	3x(x−2)	Factor 3x^2-6x
3x^2−6x+3	3*(x−1)^2	Factor 3x^2-6x+3
3x^2−11x+6	(3x−2)(x−3)	Factor 3x^2-11x+6
3x^2+9x−30	$3(x + 5)(x - 2)$	Factor 3x^2+9x-30
256*x^4−81	(4x−3)(4x+3)(16*x^2+9)	Factor 256x^4-81
4a^2−4a+1	(2*a−1)^2	Factor 4a^2-4a+1
2*x^2−x−21	(2x−7)(x+3)	Factor 2x^2-x-21
25x^2−20xy+4y^2	(5x−2y)^2	Factor 25x^2-20xy+4y^2
x^2−3*x+4	x^2−3x+4 is irreducible over the integers	Factor x^2-3x+4
x^2+15*x+44	(x+4)*(x+11)	Factor x^2+15x+44
x^3+5*x^2−x−5	(x−1)(x+1)(x+5)	Factor x^3+5x^2-x-5
x^3−2x^2−4x+8	(x−2)^2*(x+2)	Factor x^3-2x^2-4x+8
x^3−x^2−6*x	x(x−3)(x+2)	Factor x^3-x^2-6x
a^2−64	(a−8)*(a+8)	Factor a^2-64
5x^3−20x	5x(x−2)*(x+2)	Factor 5x^3-20x
6v^2+66v+60	6(v+10)(v+1)	Factor 6v^2+66v+60
5x^2+26x+5	(5x+1)(x+5)	Factor 5x^2+26x+5
49*x^2−4	(7x−2)(7*x+2)	Factor 49x^2-4
49x^2−14x+1	(7*x−1)^2	Factor 49x^2-14x+1
x−4	(√(,x)−2)*(√(,x)+2)	Factor x-4
9x^2+9x+2	(3x+2)(3*x+1)	Factor 9x^2+9x+2
ƒ(x)=5*x−1	(x+1)/5	Find the Inverse f(x)=5x-1
ƒ(x)=x+5	x−5	Find the Inverse f(x)=x+5
ƒ(x)=x^3−5	√(3,x+5)	Find the Inverse f(x)=x^3-5
18/3	6	Evaluate 18/3
144^(3/2)	1728	Evaluate 144^(3/2)
(1/25)^(−3/2)	125	Evaluate (1/25)^(-3/2)
(3/4)^3	27/64	Evaluate (3/4)^3
12⋅5	60	Evaluate 12*5
(x+6)^3	x^3+18x^2+108x+216	Expand Using the Binomial Theorem (x+6)^3
(6*x−7)^2	36x^2−84x+49	Expand Using the Binomial Theorem (6x-7)^2
√(,1/5)	√(,5)/5	Evaluate square root of 1/5
√(,7/3)	√(,21)/3	Evaluate square root of 7/3
√(,36/25)	6/5	Evaluate - square root of 36/25
8/√(,3)	(8√(,3))/3	Evaluate 8/( square root of 3)
√(,70)	√(,70)≈8.3666	Evaluate square root of 70
3√(,64)	24	Evaluate 3 square root of 64
y=√(,x−3)	Domain:[3,∞),Range:[0,∞)	Find the Domain and Range y = square root of x-3
y=1/4*x+2	1/4*x+2	Graph y=1/4x+2
y=7^x	7^x	Graph y=7^x
y=−2/3*x+2	−2/3*x+2	Graph y=-2/3x+2
y=−9	−9	Graph y=-9
y=−4*x+2	−4*x+2	Graph y=-4x+2
x^2−2*x−3	(x−1)^2−4	Graph x^2-2x-3
x=y^2−1	—	Graph x=y^2-1
√(3,216)	6	Simplify cube root of 216
5x−4y=20	5/4*x−5	Graph 5x-4y=20
x≤−6	x≤−6⇒(−∞,−6]	Graph x<=-6
ƒ(x)=√(3,x)	√(3,x)	Graph cube root of x
(log_6)(25)	(2*ln(5))/ln(6)	Evaluate log base 6 of 25
3^x=8	ln(8)/ln(3)	Solve for x 3^x=8
8^x=32	32⇒x=5/3	Solve for x 8^x=32
a=p(1+nr)	(a−p)/(p*n)	Solve for r a=p(1+nr)
(x−3)(x^2+3x+9)	x^3−27	Simplify (x-3)(x^2+3x+9)
(x^5)^2	x^10	Simplify (x^5)^2
i^56	1	Simplify i^56
x^3−27	(x−3)(x^2+3x+9)	Simplify x^3-27
x^2y^(−4)(x^3*y^2)	(x^5)/(y^2)	Simplify x^2y^-4*(x^3y^2)
√(3,√(,64*x^6))	2*x	Simplify cube root of square root of 64x^6
2y^2+10y=−7	(−5±√(,11))/2	Solve by Completing the Square 2y^2+10y=-7
2y^2+10y=−9	(−5±√(,7))/2	Solve by Completing the Square 2y^2+10y=-9
x^2+10*x+7=0	−5±3√(,2)	Solve by Completing the Square x^2+10x+7=0
x^2−2*x−2=0	1±√(,3)	Solve by Completing the Square x^2-2x-2=0
x^4−17*x^2+16=0	{−4,−1,1,4}	Solve by Factoring x^4-17x^2+16=0
√(,9*x+67)=x+5	x+5⇒x=6	Solve by Factoring square root of 9x+67=x+5
x^3−125=0	5,(−5+5i√(,3))/2,(−5−5i√(,3))/2	Solve by Factoring x^3-125=0
x^2−2*x−8=0	$4, -2$	Solve by Factoring x^2-2x-8=0
2x^2−6x+3=0	(3±√(,3))/2	Solve Using the Quadratic Formula 2x^2-6x+3=0
2x^2+7x−6=0	(−7±√(,97))/4	Solve Using the Quadratic Formula 2x^2+7x-6=0
x^2−5*x−7=0	(5±√(,53))/2	Solve Using the Quadratic Formula x^2-5x-7=0
x^2−6*x+34=0	3±5*i	Solve Using the Quadratic Formula x^2-6x+34=0
x^2+6*x−27=0	$3, -9$	Solve Using the Quadratic Formula x^2+6x-27=0
y=x^2+6*x−7	see full solution →	Find the x and y Intercepts y=x^2+6x-7
x+y=7	x-intercept: (7,0), y-intercept: (0,7)	Find the x and y Intercepts x+y=7
8*x^3+64	8(x+2)(x^2−2*x+4)	Factor 8x^3+64
5x^2+2x−3	(5x−3)(x+1)	Factor 5x^2+2x-3
−6a^2−25a−25	−(2a+5)(3*a+5)	Factor -6a^2-25a-25
a^4−1	(a−1)(a+1)(a^2+1)	Factor a^4-1
x^3−2*x^2−x+2	(x−1)(x+1)(x−2)	Factor x^3-2x^2-x+2
x^2+30*x+225	(x+15)^2	Factor x^2+30x+225
25x^2+60x+36	(5*x+6)^2	Factor 25x^2+60x+36
2x^2−9x+7	(2x−7)(x−1)	Factor 2x^2-9x+7
2*x^4−162	2(x−3)(x+3)*(x^2+9)	Factor 2x^4-162
4*x^2−y^2	(2x−y)(2*x+y)	Factor 4x^2-y^2
36*x^2−121	(6x−11)(6*x+11)	Factor 36x^2-121
2*x−8	$2(x - 4)$	Factor 2x-8
x^2+y^2=81	Center: (0,0), Radius: 9	Find the Center and Radius x^2+y^2=81
−(6)^0	−1	Evaluate -(6)^0
125^(−1/3)	1/5	Evaluate 125^(-1/3)
2/3−1/4	5/12	Evaluate 2/3-1/4
20*%	0.2	Convert to a Decimal 20%
0−1	−1	Evaluate 0-1
15×5	75	Evaluate 15*5
√(4,1)	1	Evaluate fourth root of 1
(2*x−3)^3	8x^3−36x^2+54*x−27	Expand Using the Binomial Theorem (2x-3)^3
y=x^2−6*x+5	x^2−6*x+5	Graph y=x^2-6x+5
ƒ(x)=1/3*x^2	1/3*x^2	Graph f(x)=1/3x^2
(x−3)^2=25	25⇒x=8,−2	Solve Using the Square Root Property (x-3)^2=25
y=−1	−1	Find the y-intercept y=-1
x≥−7	x≥−7	Graph x>=-7
ƒ(x)=−1	−1	Graph f(x)=-1
ƒ(x)=−2*x	−2*x	Graph f(x)=-2x
y=5*x+4	5*x+4	Graph y=5x+4
y=−5/4*x^2	−5/4*x^2	Graph y=-5/4x^2
x^2+y^2=100	see full solution →	Graph x^2+y^2=100
x^2−18*x	(x−9)^2	Find the Perfect Square Trinomial x^2-18x
x^4=81	$3, -3, 3i, -3i$	Solve for x x^4=81
A=p+prt	p(1+rt)	Solve for A A=p+prt
2*x=4	4⇒x=2	Solve for x 2x=4
x+3*y=6	$6 - 3y$	Solve for x x+3y=6
(x^4)^(−3)⋅(2*x^4)	2/(x^8)	Simplify (x^4)^-3*(2x^4)
(2−5i)−(3+4i)	−1−9*i	Simplify (2-5i)-(3+4i)
x^(1/4)	√(4,x)	Simplify x^(1/4)
x^2⋅x^3	x^5	Simplify x^2*x^3
−12≥24*x	−12≥24*x⇒x≤−1/2	Solve for x -12>=24x
√(,200m^4n)	10m^2√(,2n)	Simplify square root of 200m^4n
(x+3)*(x−3)	x^2−9	Multiply (x+3)(x-3)
√(,4*x^6)	2*x^3	Simplify square root of 4x^6
√(3,x^18)	x^6	Simplify cube root of x^18
x^2−2*x−15=0	$5, -3$	Solve by Factoring x^2-2x-15=0
x^2−16=0	$4, -4$	Solve by Factoring x^2-16=0
x^4=81	$3, -3, 3i, -3i$	Solve by Factoring x^4=81
−x+3*y=6	x-intercept: (−6,0), y-intercept: (0,2)	Find the x and y Intercepts -x+3y=6
y=x^2−6*x+8	see full solution →	Find the x and y Intercepts y=x^2-6x+8
y=x^2−2*x+1	x-intercept: (1,0), y-intercept: (0,1)	Find the x and y Intercepts y=x^2-2x+1
x^2+x−4=0	(−1±√(,17))/2	Solve Using the Quadratic Formula x^2+x-4=0
x^2+13*x+42=0	−6,−7	Solve Using the Quadratic Formula x^2+13x+42=0
2x^2−9x+5=0	(9±√(,41))/4	Solve Using the Quadratic Formula 2x^2-9x+5=0
2x^2+6x−3=0	(−3±√(,15))/2	Solve Using the Quadratic Formula 2x^2+6x-3=0
2x^2+5x−12=0	3/2,−4	Solve Using the Quadratic Formula 2x^2+5x-12=0
√(,130)	√(,130)	Calculate the Square Root square root of 130
√(,88)	2√(,22)	Calculate the Square Root square root of 88
5x^2+5x−1=0	(−5±3√(,5))/10	Solve Using the Quadratic Formula 5x^2+5x-1=0
27x^3−125y^3	(3x−5y)(9x^2+15xy+25*y^2)	Factor 27x^3-125y^3
4x^2+21x+5	(4x+1)(x+5)	Factor 4x^2+21x+5
2x^2+16x+30	$2(x + 3)(x + 5)$	Factor 2x^2+16x+30
x^2+6xy+9*y^2	(x+3*y)^2	Factor x^2+6xy+9y^2
x^2−2*x−2	(x−1−√(,3))*(x−1+√(,3))	Factor x^2-2x-2
x^2−x+6	irreducible	Factor x^2-x+6
y^2−16*y+64	(y−8)^2	Factor y^2-16y+64
w^3−125	(w−5)(w^2+5w+25)	Factor w^3-125
6n^2+5n−6	(3n−2)(2*n+3)	Factor 6n^2+5n-6
6x^2−23x+20	(2x−5)(3*x−4)	Factor 6x^2-23x+20
x^3−3x^2+5x−15	(x−3)*(x^2+5)	Factor by Grouping x^3-3x^2+5x-15
x^(3/4)	√(4,x^3)	Convert to Radical Form x^(3/4)
x^(3/2)	√(,x^3)	Convert to Radical Form x^(3/2)
ƒ(x)=x^2+4*x−5	−2	Find the Properties f(x)=x^2+4x-5
10^2=100	100⇔(log_10)(100)=2	Convert to Logarithmic Form 10^2=100
ln((8e^2x^5)/((x^2+1)√(3,x+2)))	ln(8)+2+5ln(x)−ln(x^2+1)−1/3ln(x+2)	Expand the Logarithmic Expression
2.5^2	6.25	Evaluate 2.5^2
−27^(1/3)	−3	Evaluate -27^(1/3)
25/4	6.25	Evaluate 25/4
(1/625)^(−3/4)	125	Evaluate (1/625)^(-3/4)
√(,5)⋅√(,15)	5√(,3)	Evaluate square root of 5* square root of 15
√(,6)⋅√(,6)	6	Evaluate square root of 6* square root of 6
64^(−3/2)	1/512	Evaluate 64^(-3/2)
−9^0	−1	Evaluate -9^0
9^4	6561	Evaluate 9^4
105	3⋅5⋅7	Find the Prime Factorization 105
−6+2	−4	Evaluate -6+2
7√(,2)	7√(,2)≈9.89949493661	Evaluate 7 square root of 2
√(,25/9)	5/3	Evaluate square root of 25/9
x=4	4* is none	Find the y-intercept x=4
x^2=17	±√(,17)	Solve Using the Square Root Property x^2=17
x^2−2*x+…	(x−1)^2	Complete the Square x^2-2x+
(log_2)(8)=x	3	Solve for x log base 2 of 8=x
(log_)(x)+(log_)(x−21)=2	2⇒x=25	Solve for x log of x+ log of x-21=2
(x^4)^3	x^12	Simplify (x^4)^3
2/i	−2*i	Simplify 2/i
(3*x−2)^2	9x^2−12x+4	Simplify (3x-2)^2
√(,64m^3n^3)	8mn√(,m*n)	Simplify square root of 64m^3n^3
√(,121*x^2)	$11	x
x^4=16	$2, -2, 2i, -2i$	Solve by Factoring x^4=16
x^4−14*x^2+45=0	±3,±√(,5)	Solve by Factoring x^4-14x^2+45=0
√(,4*y+16)−√(,y−5)=6	6⇒y=5,21	Solve by Factoring
x^(3/2)=64	16	Solve by Factoring x^(3/2)=64
p^4−625=0	$5, -5, 5i, -5i$	Solve by Factoring p^4-625=0
2*x+y=6	x-intercept: (3,0), y-intercept: (0,6)	Find the x and y Intercepts 2x+y=6
2x+4y=8	x-intercept: (4,0), y-intercept: (0,2)	Find the x and y Intercepts 2x+4y=8
2x^2−3x−4=0	(3±√(,41))/4	Solve Using the Quadratic Formula 2x^2-3x-4=0
2*x^2+x+6=0	(−1±i√(,47))/4	Solve Using the Quadratic Formula 2x^2+x+6=0
25*x^2−9=0	±3/5	Solve Using the Quadratic Formula 25x^2-9=0
x^2−6*x=16	$8, -2$	Solve Using the Quadratic Formula x^2-6x=16
x^2−9*x+8=0	$8, 1$	Solve Using the Quadratic Formula x^2-9x+8=0
y=x^2	x-intercept: (0,0), y-intercept: (0,0)	Find the x and y Intercepts y=x^2
y=−x	x-intercept: (0,0), y-intercept: (0,0)	Find the x and y Intercepts y=-x
64x^3+27y^3	(4x+3y)(16x^2−12xy+9*y^2)	Factor 64x^3+27y^3
5x^2+26x+24	(5x+6)(x+4)	Factor 5x^2+26x+24
4*x−12	$4(x - 3)$	Factor 4x-12
4*x+16	$4(x + 4)$	Factor 4x+16
4x^2+7x−15	(4x−5)(x+3)	Factor 4x^2+7x-15
8x^2−14x−15	(4x+3)(2*x−5)	Factor 8x^2-14x-15
r^3−64	(r−4)(r^2+4r+16)	Factor r^3-64
x^2−4*x+1	(x−2−√(,3))*(x−2+√(,3))	Factor x^2-4x+1
x^2+8*x−48	(x+12)*(x−4)	Factor x^2+8x-48
x^2+8	(x+2i√(,2))(x−2*i√(,2))	Factor x^2+8
2x^2+6x	2x(x+3)	Factor 2x^2+6x
2x^2−12x+18	2*(x−3)^2	Factor 2x^2-12x+18
27*x^3+y^3	(3x+y)(9x^2−3x*y+y^2)	Factor 27x^3+y^3
3*x^3−81	3(x−3)(x^2+3*x+9)	Factor 3x^3-81
x<4	x<4⇒(−∞,4)	Convert to Interval Notation x<4
(−10+√(,−40))/2	−5+i√(,10)	Simplify (-10+ square root of -40)/2
(log_7)(3)	ln(3)/ln(7)	Evaluate log base 7 of 3
25^(5/2)	3125	Evaluate 25^(5/2)
9/16	0.5625	Evaluate 9/16
729^(2/3)	81	Evaluate 729^(2/3)
(√(,3)−√(,5))^2	8−2√(,15)	Evaluate ( square root of 3- square root of 5)^2
(log_2)(x)	see full solution →	Find the Domain and Range log base 2 of x
(2*x−7)^2	4x^2−28x+49	Expand Using the Binomial Theorem (2x-7)^2
(2*x−y)^5	32x^5−80x^4y+80x^3y^2−40x^2y^3+10x*y^4−y^5	Expand Using the Binomial Theorem (2x-y)^5
(x−12)^2	x^2−24*x+144	Expand Using the Binomial Theorem (x-12)^2
16x^2+9y^2=144	1	Graph 16x^2+9y^2=144
y=0	0	Find the Slope y=0
y=x^2+6*x+8	x^2+6*x+8	Graph y=x^2+6x+8
y=1/3*x−3	1/3*x−3	Graph y=1/3x-3
y=−3/2*x^2	−3/2*x^2	Graph y=-3/2x^2
y=−2*x+7	−2*x+7	Graph y=-2x+7
y=3*x−6	3*x−6	Graph y=3x-6
ƒ(x)=a*(x−h)^2+k	a(x−h)+k* is a parabola with vertex *(h,k)	Graph f(x)=a(x-h)^2+k
ƒ(x)=x^2+6*x+8	—	Graph f(x)=x^2+6x+8
x+y=0	−x	Graph x+y=0
( h(x) =	-2x	)
(log_6)(36)=2	2* is True	Determine if True log base 6 of 36=2
√(,2*x+12)=x−6	12	Solve for x square root of 2x+12=x-6
(x^2)^4	x^8	Simplify (x^2)^4
(x^3)^4	x^12	Simplify (x^3)^4
(x+1)*(x+2)	x^2+3*x+2	Simplify (x+1)(x+2)
x^2−5*x+6=0	$2, 3$	Solve for x x^2-5x+6=0
(x−y)^2	x^2−2xy+y^2	Simplify (x-y)^2
i^52	1	Simplify i^52
x^(1/5)	√(5,x)	Simplify x^(1/5)
√(,72x^3)/√(,2x)	6*x	Simplify
√(,−12)	2*i√(,3)	Simplify square root of -12
√(,400)	20	Simplify square root of 400
√(4,243x^5)/√(4,3x)	3*x	Simplify
√(4,x^8)	x^2	Simplify fourth root of x^8
x^2−7*x+12=0	0⇒x=3,4	Solve by Factoring x^2-7x+12=0
y=3*x+2	see full solution →	Find the x and y Intercepts y=3x+2
x^2+100=0	±10*i	Solve Using the Quadratic Formula x^2+100=0
x^2−5*x−4=0	(5±√(,41))/2	Solve Using the Quadratic Formula x^2-5x-4=0
x^2−5*x=36	$9, -4$	Solve Using the Quadratic Formula x^2-5x=36
x^2−5*x+5=0	(5±√(,5))/2	Solve Using the Quadratic Formula x^2-5x+5=0
4*x^2−x−3=0	1,−3/4	Solve Using the Quadratic Formula 4x^2-x-3=0
√(,145)	√(,145)	Calculate the Square Root square root of 145
√(,245)	7√(,5)	Calculate the Square Root square root of 245
x*(x+6)=0	$0, -6$	Solve Using the Quadratic Formula x(x+6)=0
ƒ=9/5*c+32	5/9*(ƒ−32)	Write as a Function of c f=9/5c+32
3x^3−3x	3x(x−1)*(x+1)	Factor 3x^3-3x
3*x^2+x−10	(3x−5)(x+2)	Factor 3x^2+x-10
3x^2+4x−7	(3x+7)(x−1)	Factor 3x^2+4x-7
2x^2−19x+24	(2x−3)(x−8)	Factor 2x^2-19x+24
2x^2+9x−18	(2x−3)(x+6)	Factor 2x^2+9x-18
x^2+x−1	(x+(1−√(,5))/2)*(x+(1+√(,5))/2)	Factor x^2+x-1
y^2+6*y+9	(y+3)^2	Factor y^2+6y+9
125*x^3+216	(5x+6)(25x^2−30x+36)	Factor 125x^3+216
12x^2−25x+12	(4x−3)(3*x−4)	Factor 12x^2-25x+12
n^2−25	(n−5)*(n+5)	Factor n^2-25
m^2−9*m+8	(m−8)*(m−1)	Factor m^2-9m+8
81x^2+72x+16	(9*x+4)^2	Factor 81x^2+72x+16
9x^2+6x−8	(3x−2)(3*x+4)	Factor 9x^2+6x-8
5x^2+19x+12	(5x+4)(x+3)	Factor 5x^2+19x+12
5x^2−2x−3	(5x+3)(x−1)	Factor 5x^2-2x-3
5x^2−18x−8	(5x+2)(x−4)	Factor 5x^2-18x-8
4^(5/2)	√(,4^5)	Convert to Radical Form 4^(5/2)
ƒ(x)=x^3−8	√(3,x+8)	Find the Inverse f(x)=x^3-8
(log_6)(3)	(log_6)(3)≈0.6131	Evaluate log base 6 of 3
(log_27)(3)	1/3	Evaluate log base 27 of 3
(log_)(1/10000)	−4	Evaluate log of 1/10000
(−1)^(1/3)	−1	Evaluate (-1)^(1/3)
(1/5)^3	1/125	Evaluate (1/5)^3
(−2/3)^2	4/9	Evaluate (-2/3)^2
5/2^2	1.25	Evaluate 5/(2^2)
1/3	0.*3	Evaluate 1/3
8/6	4/3	Evaluate 8/6
(−3)^6	729	Evaluate (-3)^6
144	2^4⋅3^2	Find the Prime Factorization 144
4/3	1.*(3)	Convert to a Decimal 4/3
(4*x−5)^2	16x^2−40x+25	Expand Using the Binomial Theorem (4x-5)^2
√(,49/100)	7/10	Evaluate square root of 49/100
√(,6/5)	√(,30)/5	Evaluate square root of 6/5
√(,0.09)	0.3	Evaluate square root of 0.09
√(,113)	√(,113)≈10.63014581	Evaluate square root of 113
√(3,320)	4√(3,5)	Evaluate cube root of 320
√(6,729)	3	Evaluate sixth root of 729
y=ln(x)	ln(x)	Graph natural log of x
√(,(−8)^2)	8	Simplify square root of (-8)^2
ƒ(x)=2*x^2−x−1	2*x^2−x−1	Graph f(x)=2x^2-x-1
4x^2+25y^2=100	1	Graph 4x^2+25y^2=100
ƒ(x)=2*x+1	2*x+1	Graph f(x)=2x+1
y=x^2+4*x−5	x^2+4*x−5	Graph y=x^2+4x-5
ƒ(x)=(1/5)^x	—	Graph f(x)=(1/5)^x
x^2=−121	±11*i	Solve Using the Square Root Property x^2=-121
x^2=63	±3√(,7)	Solve Using the Square Root Property x^2=63
(x−5)^2=4	4⇒x=7,3	Solve Using the Square Root Property (x-5)^2=4
2/(15x)−4/(21x^2)	(14x−20)/(105x^2)	Subtract 2/(15x)-4/(21x^2)
x=−5*y	−5y⇒y=−1/5x	Graph x=-5y
√(,2*x+7)=x−4	x−4⇒x=9	Solve for x square root of 2x+7=x-4
(log_2)(x+3)+(log_2)(x−3)=4	5	Solve for x log base 2 of x+3+ log base 2 of x-3=4
p=2L+2w	(p−2*L)/2	Solve for w p=2L+2w
(	x	= 3 )
2*x+y=8	4−y/2	Solve for x 2x+y=8
x^(−6)	1/(x^6)	Simplify x^-6
(3xy^3)^2(xy)^6	9x^8y^12	Simplify (3xy^3)^2(xy)^6
(4*a^3)^2	16*a^6	Simplify (4a^3)^2
(2+h)^3	8+12h+6h^2+h^3	Simplify (2+h)^3
1/x+1/y	(x+y)/(x*y)	Simplify 1/x+1/y
3*x^3	3*x^3	Simplify 3x^3
2*x^3	2*x^3	Simplify 2x^3
√(,−25)	5*i	Simplify square root of -25
√(,112)	4√(,7)	Simplify square root of 112
√(,4/x)	(2√(,x))/x	Simplify square root of 4/x
√(,384x^4y^3)	8x^2y√(,6*y)	Simplify square root of 384x^4y^3
√(,x^2−1)/√(,x−1)	√(,x+1)	Simplify
y=2	2	Solve for y y=2
x^2+7*x+12=0	−3,−4	Solve by Factoring x^2+7x+12=0
x^(3/2)=125	25	Solve by Factoring x^(3/2)=125
x^2−5*x=0	$0, 5$	Solve by Factoring x^2-5x=0
y=2*x+3	2,y-intercept=3	Find the Slope and y-intercept y=2x+3
6*x^2−x−5=0	1,−5/6	Solve Using the Quadratic Formula 6x^2-x-5=0
x=y^2	±√(,x)	Write as a Function of x x=y^2
x^2−17=0	±√(,17)	Solve Using the Quadratic Formula x^2-17=0
x^2−7*x−3=0	(7±√(,61))/2	Solve Using the Quadratic Formula x^2-7x-3=0
x^2+10*x+22=0	−5±√(,3)	Solve Using the Quadratic Formula x^2+10x+22=0
x^2+4*x−7=0	−2±√(,11)	Solve Using the Quadratic Formula x^2+4x-7=0
2*x^2−32=0	±4	Solve Using the Quadratic Formula 2x^2-32=0
2x^2−7x+6=0	2,3/2	Solve Using the Quadratic Formula 2x^2-7x+6=0
y=2*x−2	x-intercept: (1,0), y-intercept: (0,−2)	Find the x and y Intercepts y=2x-2
y=x^2+8*x+7	see full solution →	Find the x and y Intercepts y=x^2+8x+7
4x^2−11x+6	(4x−3)(x−2)	Factor 4x^2-11x+6
4x^2−20xy+25y^2	(2x−5y)^2	Factor 4x^2-20xy+25y^2
4x^2−4x−8	$4(x - 2)(x + 1)$	Factor 4x^2-4x-8
6x^2+11x−35	(3x−5)(2*x+7)	Factor 6x^2+11x-35
9*x^2+16	(3x+4i)(3x−4*i)	Factor 9x^2+16
a^4−b^4	(a−b)(a+b)(a^2+b^2)	Factor a^4-b^4
12*x^2−x−6	(3x+2)(4*x−3)	Factor 12x^2-x-6
x^2−2xy+y^2	(x−y)^2	Factor x^2-2xy+y^2
x^2+3*x−2	(x+(3−√(,17))/2)*(x+(3+√(,17))/2)	Factor x^2+3x-2
2x^2+20x+50	2*(x+5)^2	Factor 2x^2+20x+50
16x^4−81y^4	(2x−3y)(2x+3y)(4x^2+9y^2)	Factor 16x^4-81y^4
16x^2−40xy+25y^2	(4x−5y)^2	Factor 16x^2-40xy+25y^2
3x^2+12x+12	3*(x+2)^2	Factor 3x^2+12x+12
3*x^4−48	3(x−2)(x+2)*(x^2+4)	Factor 3x^4-48
x<5	x<5⇒(−∞,5)	Convert to Interval Notation x<5
x<−2	x<−2⇒(−∞,−2)	Convert to Interval Notation x<-2
(log_)(9)	(log_)(9)≈0.9542	Evaluate log of 9
(log_25)(125)	3/2	Evaluate log base 25 of 125
(log_5)(13)	ln(13)/ln(5)≈1.5937	Evaluate log base 5 of 13
−(−4)^3	64	Evaluate -(-4)^3
22^2	484	Evaluate 22^2
−3^0	−1	Evaluate -3^0
−625^(1/4)	−5	Evaluate -625^(1/4)
√(3,3)⋅√(3,9)	3	Evaluate cube root of 3* cube root of 9
0−3	−3	Evaluate 0-3
√(4,25)	√(,5)	Evaluate fourth root of 25
√(,49/16)	7/4	Evaluate square root of 49/16
√(,10)/√(,3)	√(,30)/3	Evaluate ( square root of 10)/( square root of 3)
(2√(,3))^2	12	Evaluate (2 square root of 3)^2
ƒ(x)=x^2	see full solution →	Find the Domain and Range x^2
4x−5y=20	4/5*x−4	Graph 4x-5y=20
y=1/2*x+5	1/2*x+5	Graph y=1/2x+5
x+2*y≥−9	x+2*y≥−9	Graph x+2y>=-9
( y = -3	x	)
y=2√(,x)	2√(,x)	Graph y=2 square root of x
y≤1	y≤1	Graph y<=1
y=−2/3*x+3	−2/3*x+3	Graph y=-2/3x+3
x^2+5*x	(x+5/2)^2	Find the Perfect Square Trinomial x^2+5x
x^2+10*x+13	(x+5)^2−12	Complete the Square x^2+10x+13
(log_2)(16)=x	4	Solve for x log base 2 of 16=x
(log_)(x)+(log_)(x−48)=2	2⇒x=50	Solve for x log of x+ log of x-48=2
x−y=−2	y−2	Solve for x x-y=-2
Q=(i^2Rt)/J	(QJ)/(i^2R)	Solve for t Q=(i^2Rt)/J
(3x−4)(3*x+4)	9*x^2−16	Simplify (3x-4)(3x+4)
x^2+2*x−3=0	−3,1	Solve for x x^2+2x-3=0
(3*x)^3	27*x^3	Simplify (3x)^3
i^54	−1	Simplify i^54
(−2+√(,−8))/2	−1+i√(,2)	Simplify (-2+ square root of -8)/2
√(7,256x^8)/√(7,2x)	2*x	Simplify
√(,−64)	8*i	Simplify square root of -64
√(,147m^3n^3)	7mn√(,3mn)	Simplify square root of 147m^3n^3
√(,21)	√(,21)	Simplify square root of 21
6√(,72*x^2)	$36	x
x−3*y=6	6⇒y=1/3*x−2	Write in Slope-Intercept Form x-3y=6
x^(2/3)−3*x^(1/3)−10=0	$125, -8$	Solve by Factoring x^(2/3)-3x^(1/3)-10=0
x^(2/3)−3*x^(1/3)−4=0	$64, -1$	Solve by Factoring x^(2/3)-3x^(1/3)-4=0
x^2−3*x=0	$0, 3$	Solve by Factoring x^2-3x=0
x^2−4*x−12=0	0⇒x=6,−2	Solve by Factoring x^2-4x-12=0
x^3−1=0	1,(−1+i√(,3))/2,(−1−i√(,3))/2	Solve by Factoring x^3-1=0
r^2+3*r−10=0	$2, -5$	Solve Using the Quadratic Formula r^2+3r-10=0
2*x^2−x=3	3/2,−1	Solve Using the Quadratic Formula 2x^2-x=3
x^2+20*x+100=0	−10	Solve Using the Quadratic Formula x^2+20x+100=0
x^2+7*x−4=0	(−7±√(,65))/2	Solve Using the Quadratic Formula x^2+7x-4=0
x^2−x+5=0	(1±i√(,19))/2	Solve Using the Quadratic Formula x^2-x+5=0
4x^2−12x+9=0	0	Find the Discriminant 4x^2-12x+9=0
y=3/x	0, Horizontal Asymptote: *y=0	Find the Asymptotes y=3/x
4*a^2−25	(2a−5)(2*a+5)	Factor 4a^2-25
x^2+5*x+25/4	(x+5/2)^2	Factor x^2+5x+25/4
x^2+8xy+15*y^2	(x+3y)(x+5*y)	Factor x^2+8xy+15y^2
x^2+9*x+81/4	(x+9/2)^2	Factor x^2+9x+81/4
x^3−2x^2−5x+6	(x−1)(x−3)(x+2)	Factor x^3-2x^2-5x+6
x^8−1	(x−1)(x+1)(x^2+1)*(x^4+1)	Factor x^8-1
x^4+x^2−20	(x^2+5)(x−2)(x+2)	Factor x^4+x^2-20
m^4−1	(m−1)(m+1)(m^2+1)	Factor m^4-1
w^2+30*w+81	(w+3)*(w+27)	Factor w^2+30w+81
w^2−81	(w−9)*(w+9)	Factor w^2-81
9x^2+15x+4	(3x+4)(3*x+1)	Factor 9x^2+15x+4
x+5	x+5	Factor x+5
81*x^2−100	(9x−10)(9*x+10)	Factor 81x^2-100
6x^2−19x+15	(3x−5)(2*x−3)	Factor 6x^2-19x+15
4*x^2−x−5	(4x−5)(x+1)	Factor 4x^2-x-5
4*x^2−121	(2x−11)(2*x+11)	Factor 4x^2-121
4x^2+7x−2	(4x−1)(x+2)	Factor 4x^2+7x-2
5x^2−14x+8	(5x−4)(x−2)	Factor 5x^2-14x+8
5x^2+16x+3	(5x+1)(x+3)	Factor 5x^2+16x+3
(log_125)(5)	1/3	Evaluate log base 125 of 5
(log_3)(√(,3))	1/2	Evaluate log base 3 of square root of 3
(log_10)(16)	(log_10)(16)≈1.20412	Evaluate log of 16
12/3	4	Evaluate 12/3
(2/5)^2	4/25	Evaluate (2/5)^2
(1/8)^2/3	1/4	Evaluate (1/8)^(2/3)
1.25	5/4	Convert to a Simplified Fraction 1.25
√(,6)⋅√(,5)	√(,30)	Evaluate square root of 6* square root of 5
e^7	e^7≈1096.633158	Evaluate e^7
64/4	16	Evaluate 64/4
16×5	80	Evaluate 16*5
ƒ(x)=√(,x−7)	Domain:[7,∞),Range:[0,∞)	Find the Domain and Range f(x) = square root of x-7
√(,20)/√(,5)	2	Evaluate ( square root of 20)/( square root of 5)
√(,31)	√(,31)≈5.56776436283	Evaluate square root of 31
√(,729)	27	Evaluate square root of 729
√(,57)	√(,57)	Evaluate square root of 57
√(,49/16)	7/4	Simplify square root of 49/16
y=5*x−3	5*x−3	Graph y=5x-3
y=5/4*x^2	5/4*x^2	Graph y=5/4x^2
y=x^2+4*x+4	(x+2)^2	Graph y=x^2+4x+4
y=2^x−1	2^x−1	Graph y=2^x-1
y=3/2*x^3	3/2*x^3	Graph y=3/2x^3
(log_)(1/10)	−1	Evaluate log of 1/10
(x^2)/16−(y^2)/4=1	see full solution →	Graph (x^2)/16-(y^2)/4=1
5*x^2=20	±2	Solve Using the Square Root Property 5x^2=20
x^2+x	x*(x+1)	Simplify x^2+x
(log_8)(3)	ln(3)/ln(8)	Evaluate log base 8 of 3
x^2+10*x+…	(x+5)^2	Complete the Square x^2+10x+
x^2+1=0	±i	Solve for x x^2+1=0
√(,(−9)^2)	9	Simplify square root of (-9)^2
√(,36)	6	Simplify square root of 36
x+2*y=8	$8 - 2y$	Solve for x x+2y=8
5x−2y=10	2+2/5*y	Solve for x 5x-2y=10
(2x+1)(2*x−1)	4*x^2−1	Simplify (2x+1)(2x-1)
(x+10)^2	x^2+20*x+100	Simplify (x+10)^2
(3*m)^(−2)	1/(9*m^2)	Simplify (3m)^-2
4v^3(v*u^2)	4v^4u^2	Simplify 4v^3*(vu^2)
2x^3y^(−3)⋅(2x^(−1)y^3)	4*x^2	Simplify 2x^3y^-3*(2x^-1y^3)
(x−3)^2	x^2−6*x+9	Multiply (x-3)^2
(3x+7)(7*x−3)	21x^2+40x−21	Multiply (3x+7)*(7x-3)
√(4,96)	2√(4,6)	Simplify fourth root of 96
x^2+6*x−5=0	−3±√(,14)	Solve by Completing the Square x^2+6x-5=0
x^3+125=0	−5,(5±5*i√(,3))/2	Solve by Factoring x^3+125=0
p^4−16=0	$2, -2, 2i, -2i$	Solve by Factoring p^4-16=0
3x−5y=15	x-intercept: (5,0), y-intercept: (0,−3)	Find the x and y Intercepts 3x-5y=15
3z^2+3z−6=0	−2,1	Solve by Factoring 3z^2+3z-6=0
4*x^3−x=0	0,1/2,−1/2	Solve by Factoring 4x^3-x=0
x^2−6*x+9=0	0	Find the Discriminant x^2-6x+9=0
9*x^2−16=0	±4/3	Solve Using the Quadratic Formula 9x^2-16=0
x^2−6*x−5=0	3±√(,14)	Solve Using the Quadratic Formula x^2-6x-5=0
x^2−10*x=0	$0, 10$	Solve Using the Quadratic Formula x^2-10x=0
x^2+6*x−8=0	−3±√(,17)	Solve Using the Quadratic Formula x^2+6x-8=0
y=x^2−6*x+9	x-intercept: (3,0), y-intercept: (0,9)	Find the x and y Intercepts y=x^2-6x+9
x+2*y=6	x-intercept: (6,0), y-intercept: (0,3)	Find the x and y Intercepts x+2y=6
x−2*y=8	x-intercept: (8,0), y-intercept: (0,−4)	Find the x and y Intercepts x-2y=8
y=3*x−2	see full solution →	Find the x and y Intercepts y=3x-2
y=x−2	x-intercept: (2,0), y-intercept: (0,−2)	Find the x and y Intercepts y=x-2
5*x^3+40	5(x+2)(x^2−2*x+4)	Factor 5x^3+40
81*x^4−256	(3x−4)(3x+4)(9*x^2+16)	Factor 81x^4-256
w^3−27	(w−3)(w^2+3w+9)	Factor w^3-27
x^3−4*x^2+x+6	(x+1)(x−2)(x−3)	Factor x^3-4x^2+x+6
x^3+5x^2+6x	x(x+2)(x+3)	Factor x^3+5x^2+6x
x^2−x−110	(x−11)*(x+10)	Factor x^2-x-110
x^2+6*x−72	(x+12)*(x−6)	Factor x^2+6x-72
x^2+121	(x+11i)(x−11*i)	Factor x^2+121
x^2+2*x+5	(x−(−1+2i))(x−(−1−2*i))	Factor x^2+2x+5
x^2+2*x+18	(x+1−i√(,17))*(x+1+i√(,17))	Factor x^2+2x+18
125x^3+64y^3	(5x+4y)(25x^2−20xy+16*y^2)	Factor 125x^3+64y^3
12d^2+4d−1	(6d−1)(2*d+1)	Factor 12d^2+4d-1
3*x+15	$3(x + 5)$	Factor 3x+15
4*m^2−25	(2m−5)(2*m+5)	Factor 4m^2-25
3x^2−14x+15	(3x−5)(x−3)	Factor 3x^2-14x+15
3x^2−14x−24	(3x+4)(x−6)	Factor 3x^2-14x-24
2*x^3−54	2(x−3)(x^2+3*x+9)	Factor 2x^3-54
2x^3−8x	2x(x−2)*(x+2)	Factor 2x^3-8x
2x^2−9x+9	(2x−3)(x−3)	Factor 2x^2-9x+9
2x^2−6x+4	$2(x - 1)(x - 2)$	Factor 2x^2-6x+4
2x^2−4x+2	2*(x−1)^2	Factor 2x^2-4x+2
2x^2−4x−30	$2(x - 5)(x + 3)$	Factor 2x^2-4x-30
x<−3	x<−3⇒(−∞,−3)	Convert to Interval Notation x<-3
ƒ(x)=3*x+5	(x−5)/3	Find the Inverse f(x)=3x+5
ƒ(x)=2*x+2	(x−2)/2	Find the Inverse f(x)=2x+2
√(,16/25)	4/5	Simplify square root of 16/25
(−6+√(,−54))/3	−2+i√(,6)	Simplify (-6+ square root of -54)/3
(log_)(13)	(log_)(13)≈1.1139	Evaluate log of 13
(log_2)(7)	ln(7)/ln(2)≈2.80735	Evaluate log base 2 of 7
10^5=100000	100000⇔(log_10)(100000)=5	Convert to Logarithmic Form 10^5=100000
1000^(1/3)	10	Evaluate 1000^(1/3)
11/4	2.75	Evaluate 11/4
10/2	5	Evaluate 10/2
1/2+3/4	5/4	Evaluate 1/2+3/4
(8/27)^(2/3)	4/9	Evaluate (8/27)^(2/3)
16/4	4	Evaluate 16/4
32/2	16	Evaluate 32/2
2*(−2)	−4	Evaluate 2(-2)
27⋅3	81	Evaluate 27*3
5/5	1	Evaluate 5/5
512^(2/3)	64	Evaluate 512^(2/3)
12⋅7	84	Evaluate 12*7
√(3,1/64)	1/4	Evaluate cube root of 1/64
√(,−200)	10*i√(,2)	Evaluate square root of -200
√(,25/4)	5/2	Evaluate square root of 25/4
√(6,27)	√(,3)	Evaluate sixth root of 27
4/√(,2)	2√(,2)	Evaluate 4/( square root of 2)
(x^2)/9+(y^2)/25=1	see full solution →	Graph (x^2)/9+(y^2)/25=1
ƒ(x)=x^3+7	x^3+7* is Neither	Determine if Odd, Even, or Neither f(x)=x^3+7
y=5^(−x)	5^(−x)	Graph y=5^(-x)
y=5*x−2	—	Graph y=5x-2
ƒ(x)=x^2−2*x	x^2−2*x	Graph f(x)=x^2-2x
1/√(,5)	√(,5)/5	Simplify 1/( square root of 5)
ƒ(x)=x^2−8*x+15	(x−4)^2−1	Graph f(x)=x^2-8x+15
ƒ(x)=5*x	5*x	Graph f(x)=5x
(√(,5))^2	5	Simplify ( square root of 5)^2
x^4−8*x^2+7=0	±1,±√(,7)	Solve for x x^4-8x^2+7=0
V=4/3πr^3	√(3,(3V)/(4π))	Solve for r V=4/3*(pr^3)
P=a+b+c	P−a−c	Solve for b P=a+b+c
i^89	i	Simplify i^89
i^99	−i	Simplify i^99
i+6*i	7*i	Simplify i+6i
x<4	x∈(−∞,4)	Solve for x x<4
√(,216)	6√(,6)	Simplify square root of 216
√(,144*x^6)	12*x^3	Simplify square root of 144x^6
√(,x^18)	x^9	Simplify square root of x^18
√(5,x^5)	x	Simplify fifth root of x^5
√(,10)	√(,10)	Simplify square root of 10
√(3,−8*x^3)	−2*x	Simplify cube root of -8x^3
√(,9*x^4)	3*x^2	Simplify square root of 9x^4
4x+2y=8	x-intercept: (2,0), y-intercept: (0,4)	Find the x and y Intercepts 4x+2y=8
x^2+6*x−4=0	−3±√(,13)	Solve by Completing the Square x^2+6x-4=0
x^2+4*x−9=0	−2±√(,13)	Solve by Completing the Square x^2+4x-9=0
x^2+10*x+13=0	−5±2√(,3)	Solve by Completing the Square x^2+10x+13=0
y=2*x−5	see full solution →	Find the x and y Intercepts y=2x-5
y=2*x−1	see full solution →	Find the x and y Intercepts y=2x-1
x−2*y=6	x-intercept: (6,0), y-intercept: (0,−3)	Find the x and y Intercepts x-2y=6
y=x^2−10*x+21	see full solution →	Find the x and y Intercepts y=x^2-10x+21
y=x^2+4*x−12	see full solution →	Find the x and y Intercepts y=x^2+4x-12
2x^2−4x+1=0	(2±√(,2))/2	Solve Using the Quadratic Formula 2x^2-4x+1=0
3*x^2−x−10=0	2,−5/3	Solve Using the Quadratic Formula 3x^2-x-10=0
25*x^2−16=0	±4/5	Solve Using the Quadratic Formula 25x^2-16=0
3x^2+10x−8=0	2/3,−4	Solve Using the Quadratic Formula 3x^2+10x-8=0
x^2+2*x+7=0	−1±i√(,6)	Solve Using the Quadratic Formula x^2+2x+7=0
x^2−8*x−7=0	4±√(,23)	Solve Using the Quadratic Formula x^2-8x-7=0
x^2−6*x−1=0	3±√(,10)	Solve Using the Quadratic Formula x^2-6x-1=0
x^2−14*x+48=0	$6, 8$	Solve Using the Quadratic Formula x^2-14x+48=0
x^2−5*x−2=0	(5±√(,33))/2	Solve Using the Quadratic Formula x^2-5x-2=0
x^2−4*x=32	$8, -4$	Solve Using the Quadratic Formula x^2-4x=32
4*x^2−36=0	±3	Solve Using the Quadratic Formula 4x^2-36=0
√(,900)	30	Calculate the Square Root square root of 900
2x^2+11x−6	(2x−1)(x+6)	Factor 2x^2+11x-6
16x^2−9y^2	(4x−3y)(4x+3*y)	Factor 16x^2-9y^2
3x^2+15x+18	3(x+2)(x+3)	Factor 3x^2+15x+18
3x^2+5x−12	(3x−4)(x+3)	Factor 3x^2+5x-12
3x^2−7x−20	(3x+5)(x−4)	Factor 3x^2-7x-20
z^3+64	(z+4)(z^2−4z+16)	Factor z^3+64
y^2+7*y+12	(y+3)*(y+4)	Factor y^2+7y+12
x^2+4*x+6	(x+2)^2+2	Factor x^2+4x+6
x^3−x^2−4*x+4	(x−1)(x−2)(x+2)	Factor x^3-x^2-4x+4
x^3+64*y^3	(x+4y)(x^2−4xy+16*y^2)	Factor x^3+64y^3
x^3+8*y^3	(x+2y)(x^2−2xy+4*y^2)	Factor x^3+8y^3
a^2−49	(a−7)*(a+7)	Factor a^2-49
x−1	(√(,x)−1)*(√(,x)+1)	Factor x-1
5*x+5	$5(x + 1)$	Factor 5x+5
6x^2+19x+10	(3x+2)(2*x+5)	Factor 6x^2+19x+10
5x^2−2x−7	(5x−7)(x+1)	Factor 5x^2-2x-7
(4*x−3)^2	16x^2−24x+9	Simplify (4x-3)^2
ƒ(x)=3*x−7	(x+7)/3	Find the Inverse f(x)=3x-7
(log_5)(3)	(log_5)(3)≈0.6826	Evaluate log base 5 of 3
(log_12)(1)	0	Evaluate log base 12 of 1
4/10	2/5	Evaluate 4/10
16/2	8	Evaluate 16/2
125^(−4/3)	1/625	Evaluate 125^(-4/3)
(1/4)^(−5/2)	32	Evaluate (1/4)^(-5/2)
√(,3)⋅√(,15)	3√(,5)	Evaluate square root of 3* square root of 15
e^0	1	Evaluate e^0
7×5	35	Evaluate 7*5
(x−11)^2	x^2−22*x+121	Expand Using the Binomial Theorem (x-11)^2
√(,49/25)	7/5	Evaluate square root of 49/25
√(,5/9)	√(,5)/3	Evaluate square root of 5/9
√(,6/49)	√(,6)/7	Evaluate square root of 6/49
√(,6/7)	√(,42)/7	Evaluate square root of 6/7
√(,(−6)^2)	6	Evaluate v((-6)^2)
√(,208)	4√(,13)	Evaluate square root of 208
√(,149)	√(,149)≈12.2066	Evaluate square root of 149
−x+3*y=6	1/3*x+2	Graph -x+3y=6
ƒ(x)=x^5	x^5	Graph x^5
y+3=0	−3	Graph y+3=0
ƒ(x)=2*x+3	2*x+3	Graph f(x)=2x+3
ƒ(x)=x^2−4*x−5	(x−2)^2−9	Graph f(x)=x^2-4x-5
y=4*x+6	4*x+6	Graph y=4x+6
ƒ(x)+2	ƒ(x)+2	Graph f(x)+2
y=1/2*x−4	1/2*x−4	Graph y=1/2x-4
x+2*y≥−2	x+2y≥−2⇒y≥−1/2x−1	Graph x+2y>=-2
(x−2)^2=9	9⇒x=5,−1	Solve Using the Square Root Property (x-2)^2=9
(x−1)^2=9	9⇒x=4,−2	Solve Using the Square Root Property (x-1)^2=9
x^2+3*x	(x+3/2)^2	Find the Perfect Square Trinomial x^2+3x
e^x=4	ln(4)	Solve for x e^x=4
p=a+b+c	p−b−c	Solve for a p=a+b+c
25^x=125	125⇒x=3/2	Solve for x 25^x=125
(2+7i)(2−7*i)	53	Simplify (2+7i)(2-7i)
(2*b^4)^(−1)	1/(2*b^4)	Simplify (2b^4)^-1
x<−5	x∈(−∞,−5)	Solve for x x<-5
4i(−2−8*i)	$32 - 8i$	Simplify 4i(-2-8i)
√(,y^8)	y^4	Simplify square root of y^8
√(,x^2+8*x+16)	$	x + 4
y=3	3	Solve for y y=3
(√(,x)+2√(,3))^2	x+4√(,3*x)+12	Simplify ( square root of x+2 square root of 3)^2
(x^2−25)/2	((x−5)*(x+5))/2	Simplify (x^2-25)/2
√(,49)	7	Simplify - square root of 49
x^2+4*x−3=0	−2±√(,7)	Solve by Completing the Square x^2+4x-3=0
2x^2+9x−1=0	(−9±√(,89))/4	Solve by Completing the Square 2x^2+9x-1=0
x^3+3x^2−4x−12=0	$2, -2, -3$	Solve by Factoring x^3+3x^2-4x-12=0
x^2−6*x+5=0	$1, 5$	Solve by Factoring x^2-6x+5=0
16*x^3−x=0	{0,1/4,−1/4}	Solve by Factoring 16x^3-x=0
2x^2+5x−3=0	1/2,−3	Solve by Factoring 2x^2+5x-3=0
√(,73)	√(,73)	Calculate the Square Root square root of 73
4b^2+8b+7=4	−1/2,−3/2	Solve Using the Quadratic Formula 4b^2+8b+7=4
5x^2+9x=−4	−0.8,−1	Solve Using the Quadratic Formula 5x^2+9x=-4
9x^2+6x+1=0	−1/3	Solve Using the Quadratic Formula 9x^2+6x+1=0
9x^2+3x−1=0	(−1±√(,5))/6	Solve Using the Quadratic Formula 9x^2+3x-1=0
x^2+6*x−10=0	−3±√(,19)	Solve Using the Quadratic Formula x^2+6x-10=0
3*x^2−15=0	±√(,5)	Solve Using the Quadratic Formula 3x^2-15=0
16*x^2−25=0	0⇒x=5/4,−5/4	Solve Using the Quadratic Formula 16x^2-25=0
y=x^2−8*x+12	see full solution →	Find the x and y Intercepts y=x^2-8x+12
1/4x^2−1/2x=1	1⇒x=1±√(,5)	Solve Using the Quadratic Formula 1/4x^2-1/2x=1
5x^2+21x+4	(5x+1)(x+4)	Factor 5x^2+21x+4
4x^2+9x+5	(4x+5)(x+1)	Factor 4x^2+9x+5
64x^2−16x+1	(8*x−1)^2	Factor 64x^2-16x+1
5*x+10	$5(x + 2)$	Factor 5x+10
9x^2−12xy+4y^2	(3x−2y)^2	Factor 9x^2-12xy+4y^2
7*x^2−63	$7(x - 3)(x + 3)$	Factor 7x^2-63
c^3−8	(c−2)(c^2+2c+4)	Factor c^3-8
x^2+3*x+1	(x+(3−√(,5))/2)*(x+(3+√(,5))/2)	Factor x^2+3x+1
x^2−2*x+5	(x−1−2i)(x−1+2*i)	Factor x^2-2x+5
x^2−4*x+2	(x−2−√(,2))*(x−2+√(,2))	Factor x^2-4x+2
x^2−4*x−4	(x−2−2√(,2))*(x−2+2√(,2))	Factor x^2-4x-4
10x^2−13x−3	(5x+1)(2*x−3)	Factor 10x^2-13x-3
10x^2+19x+6	(5x+2)(2*x+3)	Factor 10x^2+19x+6
10x^2+13x−3	(5x−1)(2*x+3)	Factor 10x^2+13x-3
12x^2+25x+12	(3x+4)(4*x+3)	Factor 12x^2+25x+12
3x^2−19x+20	(3x−4)(x−5)	Factor 3x^2-19x+20
3*x−3	$3(x - 1)$	Factor 3x-3
16*x^2+9	(4x+3i)(4x−3*i)	Factor 16x^2+9
2x^2+2x−12	2(x+3)(x−2)	Factor 2x^2+2x-12
16^(3/2)	√(,16^3)	Convert to Radical Form 16^(3/2)
ƒ(x)=x−3	x+3	Find the Inverse f(x)=x-3
ƒ(x)=−e^x	see full solution →	Find the Domain and Range -e^x
ln(e^8)	8	Evaluate natural log of e^8
(log_8)((4a(b−4))/(c^4))	2/3+(log_8)(a)+(log_8)(b−4)−4*(log_8)(c)	Expand the Logarithmic Expression log base 8 of 4a((b-4)/(c^4))
16=4^2	4^2⇔(log_4)(16)=2	Convert to Logarithmic Form 16=4^2
1/16	0.0625	Evaluate 1/16
(1/4)^(−3/2)	8	Evaluate (1/4)^(-3/2)
(1/2)^(−4)	16	Evaluate (1/2)^-4
−(2)^0	−1	Evaluate -(2)^0
(−81)^(1/2)	9*i	Evaluate (-81)^(1/2)
25/2	12.5	Evaluate 25/2
150	2⋅3⋅5^2	Find the Prime Factorization 150
22	2⋅11	Find the Prime Factorization 22
7/2	3.5	Convert to a Decimal 7/2
√(,9/100)	3/10	Evaluate square root of 9/100
√(,5/6)	√(,30)/6	Evaluate square root of 5/6
√(,3)/2	√(,3)/2≈0.866025	Evaluate ( square root of 3)/2
y=x^2+2*x−1	x^2+2*x−1=(−1,−2)	Find the Vertex y=x^2+2x-1
2x+4y=8	−1/2*x+2	Graph 2x+4y=8
ƒ(x)=(x−1)^2−4	(x−1)^2−4	Graph f(x)=(x-1)^2-4
4x−2y=8	2*x−4	Graph 4x-2y=8
3x−2y=−6	3/2*x+3	Graph 3x-2y=-6
y=−2*x^2+2	−2*x^2+2	Graph y=-2x^2+2
y=−x^2+6	−x^2+6	Graph y=-x^2+6
i^5⋅9	9*i	Simplify i^5*9
x^2=50	±5√(,2)	Solve for x x^2=50
x^4−6*x^2+5=0	±√(,5),±1	Solve for x x^4-6x^2+5=0
x−5=0	0⇒x=5	Solve for x x-5=0
x−2*y=4	2*y+4	Solve for x x-2y=4
y=x	y	Solve for x y=x
i^60	1	Simplify i^60
i^(−17)	−i	Simplify i^-17
3*x^(−2)	3/(x^2)	Simplify 3x^-2
2+3*i	$2 + 3i$	Simplify 2+3i
√(,5)	√(,5)	Simplify square root of 5
(√(,3−2*i))^2	3−2*i	Simplify ( square root of 3-2i)^2
y^2−4*y+4=9,y>2	5	Solve for y y>2
(x+4)*(x−4)	x^2−16	Multiply (x+4)(x-4)
(x+2)*(x−2)	x^2−4	Multiply (x+2)(x-2)
√(,x^2−10*x+25)	$	x-5
√(8,6561*x^4)	3√(,x)	Simplify eighth root of 6561x^4
x^2−6*x+9=0	0⇒x=3	Solve by Factoring x^2-6x+9=0
√(,7*x+36)=x+4	x+4⇒x=4	Solve by Factoring square root of 7x+36=x+4
2x^2+7x−1=0	(−7±√(,57))/4	Solve by Completing the Square 2x^2+7x-1=0
x^2+6*x−2=0	−3±√(,11)	Solve by Completing the Square x^2+6x-2=0
5/(2−i)	$2 + i$	Write in Standard Form 5/(2-i)
2/(3−i)	3/5+1/5*i	Write in Standard Form 2/(3-i)
1/6x^2−1/3x=1	1⇒x=1±√(,7)	Solve Using the Quadratic Formula 1/6x^2-1/3x=1
x+y=6	x-intercept: (6,0), y-intercept: (0,6)	Find the x and y Intercepts x+y=6
2x^2−2x−1=0	(1±√(,3))/2	Solve Using the Quadratic Formula 2x^2-2x-1=0
3x^2+5x+2=0	−2/3,−1	Solve Using the Quadratic Formula 3x^2+5x+2=0
x^2+4*x=32	$4, -8$	Solve Using the Quadratic Formula x^2+4x=32
x^2+4*x−11=0	−2±√(,15)	Solve Using the Quadratic Formula x^2+4x-11=0
x^2−10*x+41=0	5±4*i	Solve Using the Quadratic Formula x^2-10x+41=0
x^2−11=0	±√(,11)	Solve Using the Quadratic Formula x^2-11=0
x^2+8*x−6=0	−4±√(,22)	Solve Using the Quadratic Formula x^2+8x-6=0
x^2+10*x−3=0	−5±2√(,7)	Solve Using the Quadratic Formula x^2+10x-3=0
x^2−4*x+29=0	2±5*i	Solve Using the Quadratic Formula x^2-4x+29=0
√(,676)	26	Calculate the Square Root square root of 676
2x^2−8x+8	2*(x−2)^2	Factor 2x^2-8x+8
4x^2+19x−5	(4x−1)(x+5)	Factor 4x^2+19x-5
12x^2−17x+6	(4x−3)(3*x−2)	Factor 12x^2-17x+6
y^2−12*y+36	(y−6)^2	Factor y^2-12y+36
z^3+27	(z+3)(z^2−3z+9)	Factor z^3+27
x^2+5*x+3	(x+(5−√(,13))/2)*(x+(5+√(,13))/2)	Factor x^2+5x+3
x^3+3x^2+4x+12	(x+3)*(x^2+4)	Factor x^3+3x^2+4x+12
9x^2−6x−8	(3x+2)(3*x−4)	Factor 9x^2-6x-8
49*x^2−100	(7x−10)(7*x+10)	Factor 49x^2-100
5x^2+3x−2	(5x−2)(x+1)	Factor 5x^2+3x-2
3*x^(3/8)	3√(8,x^3)	Convert to Radical Form 3x^(3/8)
√(3,8)	2	Simplify cube root of 8
4^5=1024	1024⇔(log_4)(1024)=5	Convert to Logarithmic Form 4^5=1024
3(log_)(c^2+2)+(log_)(2c^5)	3(log_)(c^2+2)+(log_)(2)+5(log_)(c)	Expand the Logarithmic Expression 3 log of c^2+2+ log of 2c^5
e^(−2*ln(2))	1/4	Evaluate e^(-2 natural log of 2)
27/3	9	Evaluate 27/3
36^2	1296	Evaluate 36^2
125^(2/3)	25	Evaluate (125)^(2/3)
(2/5)^(−2)	25/4	Evaluate (2/5)^-2
96	2^5×3	Find the Prime Factorization 96
√(,−256)	16*i	Evaluate square root of -256
√(3,2/3)	√(3,18)/3	Evaluate cube root of 2/3
√(,69)	√(,69)≈8.30662386	Evaluate square root of 69
y≥−3*x	y≥−3*x	Graph y>=-3x
ƒ(x)=x^2−10	x^2−10	Graph f(x)=x^2-10
y=4*x+4	4*x+4	Graph y=4x+4
y=−8*x	−8*x	Graph y=-8x
x=2	2⇒None	Find the y-intercept x=2
ƒ(x)=(3/4)^x	—	Graph f(x)=(3/4)^x
y=√(,16−x^2)	see full solution →	Graph y = square root of 16-x^2
x^2=8*y	8y⇒y=1/8x^2	Graph x^2=8y
(x^2)/16+(y^2)/4=1	see full solution →	Graph (x^2)/16+(y^2)/4=1
(x^2)/4+(y^2)/9=1	see full solution →	Graph (x^2)/4+(y^2)/9=1
9*x^2=25	±5/3	Solve Using the Square Root Property 9x^2=25
(x+5)^3	x^3+15x^2+75x+125	Simplify (x+5)^3
e^(2x)−3e^x+2=0	0,ln(2)	Solve for x e^(2x)-3e^x+2=0
7^x=343	3	Solve for x 7^x=343
x^2−2*x−4=0	1±√(,5)	Solve for x x^2-2x-4=0
x+√(,x)=72	64	Solve for x x+ square root of x=72
√(,1/49)	1/7	Simplify square root of 1/49
1/√(,7)	√(,7)/7	Simplify 1/( square root of 7)
(3*x−5)^2	9x^2−30x+25	Simplify (3x-5)^2
(6*x)^2	36*x^2	Simplify (6x)^2
2m^2⋅(2m^3)	4*m^5	Simplify 2m^2*(2m^3)
5*x^(−4)	5/(x^4)	Simplify 5x^-4
√(,6)	√(,6)	Simplify square root of 6
√(,45*x^3)	3x√(,5x)	Simplify square root of 45x^3
√(,44)	2√(,11)	Simplify square root of 44
√(3,729)	9	Simplify cube root of 729
(−12+√(,−18))/60	−1/5+√(,2)/20*i	Divide (-12+ square root of -18)/60
x^2−64=0	±8	Solve by Factoring x^2-64=0
x^(2/3)−2*x^(1/3)−8=0	$64, -8$	Solve by Factoring x^(2/3)-2x^(1/3)-8=0
4x−2y=8	x-intercept: (2,0), y-intercept: (0,−4)	Find the x and y Intercepts 4x-2y=8
8x^2−2x−3=0	3/4,−1/2	Solve Using the Quadratic Formula 8x^2-2x-3=0
x^2−7*x=18	$9, -2$	Solve Using the Quadratic Formula x^2-7x=18
x^2+10*x=−21	−3,−7	Solve Using the Quadratic Formula x^2+10x=-21
3x^2+5x=2	1/3,−2	Solve Using the Quadratic Formula 3x^2+5x=2
3x^2−4x−2=0	(2±√(,10))/3	Solve Using the Quadratic Formula 3x^2-4x-2=0
3x^2−2x−1=0	1,−1/3	Solve Using the Quadratic Formula 3x^2-2x-1=0
3x^2−6x+1=0	(3±√(,6))/3	Solve Using the Quadratic Formula 3x^2-6x+1=0
y=x^2−4*x+4	x-intercept: (2,0), y-intercept: (0,4)	Find the x and y Intercepts y=x^2-4x+4
y=x+1	x-intercept: (−1,0), y-intercept: (0,1)	Find the x and y Intercepts y=x+1
5x^2+28x+15	(5x+3)(x+5)	Factor 5x^2+28x+15
4*x−4	$4(x - 1)$	Factor 4x-4
81*x^2−64	(9x−8)(9*x+8)	Factor 81x^2-64
8*y^3−27	(2y−3)(4y^2+6y+9)	Factor 8y^3-27
8*x^3−64	8(x−2)(x^2+2*x+4)	Factor 8x^3-64
x^3+3x^2−25x−75	(x+3)(x−5)(x+5)	Factor x^3+3x^2-25x-75
x^4−36	(x^2−6)*(x^2+6)	Factor x^4-36
x^2+3x+2x+6	(x+3)*(x+2)	Factor x^2+3x+2x+6
x^2+4*x−3	(x+2−√(,7))*(x+2+√(,7))	Factor x^2+4x-3
x^2−2*x−80	(x−10)*(x+8)	Factor x^2-2x-80
y^2−y−12	(y−4)*(y+3)	Factor y^2-y-12
y^2−10*y+21	(y−3)*(y−7)	Factor y^2-10y+21
y^2+16*y+64	(y+8)^2	Factor y^2+16y+64
12x^2−5x−3	(3x+1)(4*x−3)	Factor 12x^2-5x-3
p^2+11*p+10	(p+10)*(p+1)	Factor p^2+11p+10
w^2−16	(w−4)*(w+4)	Factor w^2-16
r^3+27	(r+3)(r^2−3r+9)	Factor r^3+27
3x^2+20x−7	(3x−1)(x+7)	Factor 3x^2+20x-7
2x^2−4x	2x(x−2)	Factor 2x^2-4x
2x^3−50x	2x(x−5)*(x+5)	Factor 2x^3-50x
2x^2+8x	2x(x+4)	Factor 2x^2+8x
ƒ(x)=x+1	x−1	Find the Inverse f(x)=x+1
ƒ(x)=5*x+2	(x−2)/5	Find the Inverse f(x)=5x+2
(1/5)^(−3)=125	125⇔(log_1/5)(125)=−3	Convert to Logarithmic Form (1/5)^-3=125
1.2	6/5	Convert to a Simplified Fraction 1.2
2.25	9/4	Convert to a Simplified Fraction 2.25
2/3	2/3	Reduce the Fraction 2/3
3⋅−3	−9	Evaluate 3*-3
4^7	16384	Evaluate 4^7
√(,46)	√(,46)≈6.7823299831	Evaluate square root of 46
√(,405)	9√(,5)	Evaluate square root of 405
√(3,−125/343)	−5/7	Evaluate cube root of -125/343
√(3,−8/27)	−2/3	Evaluate cube root of -8/27
√(,800)	20√(,2)	Evaluate square root of 800
√(,106)	√(,106)	Evaluate square root of 106
√(,9/4)	3/2	Evaluate - square root of 9/4
√(,7/2)	√(,14)/2	Evaluate square root of 7/2
√(3,500)	5√(3,4)	Evaluate cube root of 500
1/√(,6)	√(,6)/6	Evaluate 1/( square root of 6)
y=2x^2−8x+6	2x^2−8x+6=(2,−2)	Find the Vertex y=2x^2-8x+6
y=x^2−10*x+21	(5,−4)	Find the Vertex y=x^2-10x+21
(x−4)^4	x^4−16x^3+96x^2−256*x+256	Expand Using the Binomial Theorem (x-4)^4
(x−y)^5	x^5−5x^4y+10x^3y^2−10x^2y^3+5xy^4−y^5	Expand Using the Binomial Theorem (x-y)^5
y=√(,x−4)	Domain:[4,∞),Range:[0,∞)	Find the Domain and Range y = square root of x-4
3x−4y=12	3/4	Find the Slope 3x-4y=12
1/4	25*%	Convert to a Percentage 1/4
y=2/3*x−2	2/3*x−2	Graph y=2/3x-2
y<3*x−1	—	Graph y<3x-1
26+6b≥2(3*b+4)	26+6b≥2(3*b+4)⇒ℝ	Graph 26+6b>=2(3b+4)
y=4/3*x	4/3*x	Graph y=4/3x
x^2+9*x	(x+9/2)^2	Find the Perfect Square Trinomial x^2+9x
x^2+5*x+?	(x+5/2)^2	Find the Perfect Square Trinomial x^2+5x+
3^x=2	ln(2)/ln(3)	Solve for x 3^x=2
1/a+1/b=c	c⇒b=a/(a*c−1)	Solve for b 1/a+1/b=c
e=m*c^2	e/(c^2)	Solve for m e=mc^2
−4=r/20−5	r/20−5⇒r=20	Solve for r -4=r/20-5
4x−3y=12	3+3/4*y	Solve for x 4x-3y=12
a=1/2bh	1/2bh	Solve for a a=1/2*(bh)
(3x+4)(3*x−4)	9*x^2−16	Simplify (3x+4)(3x-4)
(7−6i)(−8+3*i)	−38+69*i	Simplify (7-6i)(-8+3i)
(−7x−5x^4+5)−(−7x^4−5−9x)	2x^4+2x+10	Simplify (-7x-5x^4+5)-(-7x^4-5-9x)
(2√(,3))^2	12	Simplify (2 square root of 3)^2
2x⋅(2x)	4*x^2	Simplify 2x*(2x)
−i	−i	Simplify -i
(x+7)*(x−7)	x^2−49	Multiply (x+7)(x-7)
(√(,x)−√(,5))^2	x−2√(,5*x)+5	Simplify ( square root of x- square root of 5)^2
√(,243)	9√(,3)	Simplify square root of 243
√(,y^17)	y^8√(,y)	Simplify square root of y^17
(x^2−36)/(3*x)	Domain:(−∞,0)∪(0,∞)	Find the Domain (x^2-36)/(3x)
(−8+√(,−12))/40	−1/5+√(,3)/20*i	Divide (-8+ square root of -12)/40
4*w^2−25=0	±5/2	Solve by Factoring 4w^2-25=0
x^(2/3)−4*x^(1/3)−5=0	$125, -1$	Solve by Factoring x^(2/3)-4x^(1/3)-5=0
√(,5*x+29)=x+3	x+3⇒x=4	Solve by Factoring square root of 5x+29=x+3
x^2+8*x+9=0	−4±√(,7)	Solve by Completing the Square x^2+8x+9=0
x^2+3*x−1=0	(−3±√(,13))/2	Solve by Completing the Square x^2+3x-1=0
x^2+10*x+14=0	−5±√(,11)	Solve by Completing the Square x^2+10x+14=0
3x^2−6x+2=0	1±√(,3)/3	Solve Using the Quadratic Formula 3x^2-6x+2=0
3x^2−7x−6=0	3,−2/3	Solve Using the Quadratic Formula 3x^2-7x-6=0
x^2+7*x−3=0	(−7±√(,61))/2	Solve Using the Quadratic Formula x^2+7x-3=0
x^2−6*x=−9	3	Solve Using the Quadratic Formula x^2-6x=-9
x^2−4*x+40=0	2±6*i	Solve Using the Quadratic Formula x^2-4x+40=0
x^2−50=0	±5√(,2)	Solve Using the Quadratic Formula x^2-50=0
4x^2−7x−5=0	(7±√(,129))/8	Solve Using the Quadratic Formula 4x^2-7x-5=0
4x^2+9=12x	3/2	Solve Using the Quadratic Formula 4x^2+9=12x
4k(k+13)=13	(−13±√(,182))/2	Solve Using the Quadratic Formula 4k(k+13)=13
4k(k+6)=6	(−6±√(,42))/2	Solve Using the Quadratic Formula 4k(k+6)=6
√(,252)	6√(,7)	Calculate the Square Root square root of 252
2x^2−13x+20	(2x−5)(x−4)	Factor 2x^2-13x+20
2x^2+15x+18	(2x+3)(x+6)	Factor 2x^2+15x+18
2x^2−8x	2x(x−4)	Factor 2x^2-8x
16a^2−8a+1	(4*a−1)^2	Factor 16a^2-8a+1
3x^2−4x−7	(3x−7)(x+1)	Factor 3x^2-4x-7
27−x^3	(3−x)(9+3x+x^2)	Factor 27-x^3
3*x+1	3*x+1	Factor 3x+1
b^2−16	(b−4)*(b+4)	Factor b^2-16
y^4−16	(y−2)(y+2)(y^2+4)	Factor y^4-16
z^3+8	(z+2)(z^2−2z+4)	Factor z^3+8
x^2+3xy−18*y^2	(x+6y)(x−3*y)	Factor x^2+3xy-18y^2
x^2+2*x−80	(x+10)*(x−8)	Factor x^2+2x-80
x^2+10*x−75	(x+15)*(x−5)	Factor x^2+10x-75
x^3+27*y^3	(x+3y)(x^2−3xy+9*y^2)	Factor x^3+27y^3
x^3−2x^2+4x−8	(x−2)*(x^2+4)	Factor x^3-2x^2+4x-8
7x^2−32x−60	(7x+10)(x−6)	Factor 7x^2-32x-60
7x^2−8x−12	(7x+6)(x−2)	Factor 7x^2-8x-12
7x^2+9x+2	(7x+2)(x+1)	Factor 7x^2+9x+2
9*x^2−121	(3x−11)(3*x+11)	Factor 9x^2-121
9x^2−48x+64	(3*x−8)^2	Factor 9x^2-48x+64
5*x+2	5*x+2	Factor 5x+2
4*x+4	$4(x + 1)$	Factor 4x+4
5*p^2−p−18	(5p+9)(p−2)	Factor 5p^2-p-18
49x^2−28x+4	(7*x−2)^2	Factor 49x^2-28x+4
ƒ(x)=4*x+2	(x−2)/4	Find the Inverse f(x)=4x+2
ƒ(x)=4*x−3	(x+3)/4	Find the Inverse f(x)=4x-3
√(,16/9)	4/3	Simplify square root of 16/9
(log_3)(1/27)	−3	Expand the Logarithmic Expression log base 3 of 1/27
2^(−2)=1/4	see full solution →	Convert to Logarithmic Form 2^-2=1/4
3^(−4)=1/81	1/81⇔(log_3)(1/81)=−4	Convert to Logarithmic Form 3^-4=1/81
49=7^2	7^2⇔(log_7)(49)=2	Convert to Logarithmic Form 49=7^2
(log_)((5x)/(4y))	(log_)(5)+(log_)(x)−(log_)(4)−(log_)(y)	Expand the Logarithmic Expression log of (5x)/(4y)
(log_8)(512)	3	Evaluate log base 8 of 512
(log_6)(17)	(log_6)(17)≈1.5812	Evaluate log base 6 of 17
(log_6)(9)	(2*ln(3))/ln(6)	Evaluate log base 6 of 9
0.25	1/4	Convert to a Simplified Fraction 0.25
−(4)^0	−1	Evaluate -(4)^0
(3/5)^3	27/125	Evaluate (3/5)^3
(−1/4)^2	1/16	Evaluate (-1/4)^2
27^(−2/3)	1/9	Evaluate 27^(-2/3)
121^(3/2)	1331	Evaluate 121^(3/2)
√(,6)⋅√(,8)	4√(,3)	Evaluate square root of 6* square root of 8
√(,10)⋅√(,15)	5√(,6)	Evaluate square root of 10* square root of 15
2^1	2	Evaluate 2^1
−(−5)^3	125	Evaluate -(-5)^3
y=−x^2+4*x−3	−x^2+4*x−3=(2,1)	Find the Vertex y=-x^2+4x-3
√(,16^5)	1024	Evaluate square root of 16^5
√(4,6561)	9	Evaluate fourth root of 6561
√(,81/100)	9/10	Evaluate square root of 81/100
√(,1/6)	√(,6)/6	Evaluate square root of 1/6
7/√(,7)	√(,7)	Evaluate 7/( square root of 7)
√(3,18)	√(3,18)≈2.6207	Evaluate cube root of 18
x−y>2	y<x−2	Graph x-y>2
x−3*y≤0	y≥1/3*x	Graph x-3y<=0
y=4⋅2^x	4⋅2^x	Graph y=4*2^x
y=3*(2)^x	3*(2)^x	Graph y=3(2)^x
y=(log_8)(x)	(log_8)(x)	Graph y = log base 8 of x
x/(x^2−16)−8/(x^2+5*x+4)	(x^2−7x+32)/((x−4)(x+4)*(x+1))	Subtract x/(x^2-16)-8/(x^2+5x+4)