Question

2.4.1 Study: Multiplying PolynomialsA cone has a height, h, and a circular base with a radius of (h - 3). The volumeof the cone is: V=(1/3)pi(h-3)^2hwhich statements about the volume below of the cone are true?select all that applyA. The Area of the base, pi(h-3)^2, is a factor of the volume.B. The height,h, is a factor of the volume of the coneC. The volume does not depend on the height.D. The volume is the sun of the height and the radius,(h-3)

Answer 1

Step-by-step explanation

The volume of a cone is given as;

`volume=(1)/(3)* base\text{ are}a* height=(1)/(3)\pi r^2h=(1)/(3)\pi(h-3)^2h`

Since a number or algebraic expression that divides another number or expression evenly is a factor. From the above definition, we can see that the base area and the height are factors of the volume.

However, the volume depends on the height, the higher the height the bigger the volume, and vice versa. The volume is also not the sum of the height and the radius.

Answer: Option A and B