Answer:

Step-by-step explanation:
GIVEN: A right circular cone that has a height of
cm and a base with a diameter of
cm.
TO FIND: Volume of cone.
SOLUTION:
radius of cone 
height of cone 
Volume of cone 
putting values we get
Volume of cone 

Hence the volume of cone is 
Answer:
1. zeros of polynomials -- x-values for which the value of the polynomial is zero
2. quartic polynomial -- fourth degree (polynomial)
3. irreducible -- cannot be factored
4. leading coefficient -- coefficient of the term with the highest power
5. end behavior -- the direction of a graph for very large positive and negative values of x
6. leading term -- the term in a polynomial with the highest power
7. cubic polynomial -- third degree (polynomial)
Step-by-step explanation:
These are definitions. They need no explanation.
I think it is 17 because it is non zero
<span>A trapezoid has symmetry with respect to the median of the trapezoid.
False</span>