If an oblique cylinder and a right cylinder have the same height but not the same volume, what can you conclude about the cylinders?

From the given condition we can conclude that the radius of the cylinders are different.

Step-by-step explanation:

Given,

The height of a right cylinder and an oblique cylinder is same.

Volume of these two cylinder is different.

Let us take,

Radius of right cylinder = r

Radius of oblique cylinder = R

Height = h

Volume of right cylinder = πr²h

Volume of oblique cylinder=πR²h

Formula

If the height and the radius of a right cylinder and an oblique cylinder is same, their volume is also same

Thai is = πr²h

Here,

As the volume is different we can conclude that

The radius is not same.