Rewrite It (Radicals → Exponents)
Rewrite √x using exponents.
Answer: x^(1/2)
√121
11
Rewrite x^(1/2) as a radical.
√x
√49
7
Simplify x² · x³
x⁵
Rewrite ∛x using exponents.
Answer: x^(1/3)
√50
5√2
Rewrite x^(3/2) as a radical.
√(x³)
√121
11
Simplify x⁵ ÷ x²
x³
Rewrite √(x³) using exponents.
Answer: x^(3/2)
√72
6√2
Rewrite 16^(1/2) as a radical.
√16
√(36x²)
6x
(x²)³
x⁶
Rewrite ∛(x²) using exponents.
Answer: x^(2/3)
√(48x²)
4x√3
Rewrite (4x)^(3/2) as a radical.
√((4x)³)
√(144a²)
12a
x⁴ · x^(1/2)
x^(9/2) or x^(4 1/2)
Rewrite ∛(8x⁵) using exponents.
Answer: 2x^(5/3)
√(162a⁴b²)
9a²b√2
Rewrite (9a²b)^(1/2) as a radical.
√(9a²b)
√(196x⁴)
14x²
Simplify (x³y²)² ÷ x²
x⁴y⁴