Q: What is the cuberoot of 16?

Write your answer...

Submit

Still have questions?

Continue Learning about Math & Arithmetic

cuberoot(8) + cuberoot(8) + cuberoot(8) = 6

9000

The answer depends on the functions that you may use. A possible solution: cuberoot(8) + cuberoot(8) + cuberoot(8) = 2 + 2 + 2 = 6

Suppose sqrt(16) = x and cuberoot(16) = y, then then x^2 = 16 = y^3 so that x^(2/3) = y x = y^(3/2).

It is a root of a number where that root cannot be made into a rational number. For example, the cuberoot(27/64) is 3/4 and so is not a radical but cuberoot(32/64) = cuberoot(1/2) = 3√(1/2) cannot be simplified or rationalised further.

Related questions

cuberoot(8) + cuberoot(8) + cuberoot(8) = 6

9000

The answer depends on the functions that you may use. A possible solution: cuberoot(8) + cuberoot(8) + cuberoot(8) = 2 + 2 + 2 = 6

7

Suppose sqrt(16) = x and cuberoot(16) = y, then then x^2 = 16 = y^3 so that x^(2/3) = y x = y^(3/2).

They are cuberoot(3) = 1.442 metres (approx)

It is a root of a number where that root cannot be made into a rational number. For example, the cuberoot(27/64) is 3/4 and so is not a radical but cuberoot(32/64) = cuberoot(1/2) = 3√(1/2) cannot be simplified or rationalised further.

Wasdwa

Volumes are cubic measures so the similarity ratio is cuberoot(343)/cuberoot(1331) = 7/11

642/3 = (641/3)2 ... since 2/3 = 1/3 * 2 = [(cuberoot(64)]2 = 42 = 16

cuberoot(1000) = 10.

Cuberoot(0.027) = 0.3