what is the cube root of ∛125 can you please add the steps

Answer 1

5
Steps:
1. Rewrite the cube root as an exponent: 125^(1/3)
2. Use the exponent rule: (125^1)^(1/3) = 125^(1/3)
3. Rewrite the exponent as a fraction: 125^(1/3) = 125^(1/3) / 1
4. Simplify the fraction: 125^(1/3) / 1 = 125 / 1
5. Simplify the fraction: 125 / 1 = 5

Answer 2

what steps?
5^3 = 125