3√x = x^(1/3)
Therefore, 3√8y^3 = (8y^3)^(1/3) = (3√8) * (3√y^3) = 2 * (y^3)^1/3).
3√8 = 2
When power of a variable is taken when it already has a power, the powers get multiplied.
Therfore, (y^3)^1/3) = y^(3 * 1/3) = y
Therefore, 3√8y^3 = 2y
if you are taking the cube root of 8y^3 then the answer is 2y
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3√x = x^(1/3)
Therefore, 3√8y^3 = (8y^3)^(1/3) = (3√8) * (3√y^3) = 2 * (y^3)^1/3).
3√8 = 2
When power of a variable is taken when it already has a power, the powers get multiplied.
Therfore, (y^3)^1/3) = y^(3 * 1/3) = y
Therefore, 3√8y^3 = 2y
if you are taking the cube root of 8y^3 then the answer is 2y