A right circular cone has a volume of 30π m. If the height of the cone is multiplied by 6 but the radius remains fixed, which ex
pression represents the resulting volume of the larger cone?
1 answer:
Volume (cone) = (1/3)πr²h, at the same time Volume (cone)=30π
(1/3)πr²h=30π,
If the height is multiplied by 6, we will need to multiplied by 6 both sides of the equation (1/3)πr²h=30π.
(1/3)πr²*(6*h)=6*30π
So the volume of the new cone is going to be
Volume (new cone)=6*30π =180π
You might be interested in
Answer:
Step-by-step explanation:
1) x=14 y=40
2)a=10 b=37
3)u=62 v=59
4)s=9 t=14
5)u=66 v=38
hope this helps
Answer:
im assuming you're saying 6=9+w
if you are it would be w= -3 !
Explanation:
if you subtract 9 from 6, you'll get -3
6=9+w
-3 = w
Answer:
x¹²
Step-by-step explanation:
You need to indicate which terms are exponents. For example, (x⁴)³ can be written as (x^4)^3.
(x⁴)³ = x⁴*³ = x¹²
Answer:
<h3>
12<em>
x</em>
^3 - 14<em>
x</em>
^2 + 8<em>
x</em>
- 2</h3>
