Question

What is the volume of the right cone shown below?

Answer 1

0, since the cone is blank

Answer 2

@jdoe0001 help now?

Answer 3

\(\bf \textit{volume of a cone} =\cfrac{\pi r^2 h}{3}
\\ \quad \\
h = height\qquad \qquad r = radius = \frac{diameter}{2}\)

Answer 4

can youplug them in for me?
h=27 R=6

Answer 5

i dont know what i do from here

Answer 6

well.. what's the radius?

Answer 7

3.14*6?

Answer 8

do you know what a radius is?

Answer 9

on my cone on the picture the radius would be 6 half of 12

Answer 10

\(\bf \textit{volume of a cone} =\cfrac{\pi \cdot {\color{red}{ 6}}^2 \cdot 27}{3}
\\ \quad \\
h = height\qquad \qquad r = 6 = \frac{12}{2}\)

Answer 11

508.68?

Answer 12

\(\bf \textit{volume of a cone} =\cfrac{\pi \cdot {\color{red}{ 6}}^2 \cdot 27}{3}\implies \cfrac{36\cdot 27}{3}\ \pi\)

Answer 13

972π units3?

Answer 14

well, what about the denominator though? you still need to divide the product by that

Answer 15

\(\bf \textit{volume of a cone} =\cfrac{\pi \cdot {\color{red}{ 6}}^2 \cdot 27}{3}\implies \cfrac{36\cdot 27}{3}\ \pi\implies \cfrac{972}{3}\ \pi\)

Answer 16

324πunits3?

Answer 17

324πunits3? \(\checkmark\)

Answer 18

ty so much

Answer 19

yw