Daniel is designing and building a small storage shed. He wants the dimensions of the shed to be one half the dimensions of the shed down below

10 length

10 Height

8 With. Square Pyramid I think.

If the dimensions of the shed above are each divided in half, the volume of Daniel's new storage shed will be a fraction of the volume of the original storage shed?

Question

Mathematics

Shorty

6 June, 19:40

Daniel is designing and building a small storage shed. He wants the dimensions of the shed to be one half the dimensions of the shed down below

10 length

10 Height

8 With. Square Pyramid I think.

If the dimensions of the shed above are each divided in half, the volume of Daniel's new storage shed will be a fraction of the volume of the original storage shed?

+4

Answers (1)

Know the Answer?

Anna Mccann · Answer 1

The volume of the shed will only be 1/8 of the original size.

If each of the measurements is cut in half, that means it is being reduced by 1/2.

To find the volume, we have to multiply the length by width by height.

These means that we have to multiply:

1/2 by 1/2 by 1/2 = 1/8