Question

Prove if a number becomes half then it's cube become one eight of the cube

Answer 1

Answer:

Hello,

Let the number be x

When the number is cubed then it becomes

(x) ³ = x³

Now

The number is halved.

So, the new number becomes

x/2

Now,

When it is cubed it becomes

[x/2]^3

x^3/8

Now

On separating we find

x^3 * 1/8

So,

The cube if the new number becomes 1/8 th of the original number 's cube.

Hence,

Proved.

Hope this will be helping you ✌️

Answer 2

Step-by-step explanation:

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