Calculate the square root of 34

Problem

√(,34)

Solution

1. Identify the number under the radical, which is 34

2. Check for perfect square factors. The factors of 34 are 1, 2, 17, 34.N*o*n*e*o*ƒ*t*h*e*s(e)*ƒ*a*c*t*o*r*s*(o*t*h*e*r*t*h*a*n)$) are perfect squares.

3. Determine if the radical can be simplified. Since 34 has no perfect square factors, the expression √(,34) is already in its simplest radical form.

4. Estimate the decimal value if needed. Since 5=25 and 6=36 the value is between 5 and 6 specifically ≈5.831

Final Answer

√(,34)=√(,34)

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