Find the Set Complement A \ B A=(77,88,99,100) , B=(1,0,10)

Problem

A∖B,A={77,88,99,100},B={1,0,10}

Solution

1. Identify the elements of set A and set B

A={77,88,99,100}

B={0,1,10}

2. Apply the definition of the set complement (relative complement), which consists of all elements that are in A but not in B

A∖B={[x,x∈A* and *x∉B]}

3. Compare the elements of A to the elements of B Since none of the elements in A (77, 88, 99, 100)a*r*e*p*r*e*s(e)*n*t*i*n(), 1, 10),n*o*e*l*e*m*e*n*t*s(a)*r*e*r*e*m*o*v*e*d(ƒ)*r*o*m$.

77∉B

88∉B

99∉B

100∉B

4. Determine the resulting set.

A∖B={77,88,99,100}

Final Answer

A∖B={77,88,99,100}

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