Question

A company is creating a new cylindrical container to replace its original cylindrical container.

• The new container will have 4 times the volume of the original container.

• The height of the new container will remain the same as the height of the original container.

The length of the radius of the new container will be -

f 4 times the length of the radius of the original container
g 8 times the length of the radius of the original container
h 2 times the length of the radius of the original container
j 16 times the length of the radius of the original container

Answer 1

@joshhfers @jigglypuff314

Answer 2

So based on the Volume formula from before, we know that if the height stays the same, then the radius must increase for an increased volume.

since the radius is squared in the volume, an increase of 4 times would mean a radius increase of 2 times (since 2 squared is 4).

Answer 3

So F. thank you! @mtbender74

Answer 4

i meant H

Answer 5

Whew...better.

Answer 6

Refer to the Mathematica attachment.