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Now let's think for a moment.
What is the formula for the volume of a cone?

1/3 pi(r)^2

Almost.

???

\[Vcylinder =πr^2h\]

oh "h"!!!!

\[V _{_{c}}=\frac{1}{3}\pi r^2h\]

What is the formula for the volume of a cylinder?

pi(r)^2(h)

Yes. How do the volumes compare?

The cone has 1/3

Or another way to say that is "the volume of the cylinder is 3 times the volume of the cone."

oh ok

Do you understand? Of course the radii and heights must be the same.

yes, but I am still confused how to figure out the volume of the cylinder so the cone can fit in it.

yes and yes

ok so 18 is the answer?

Can I ask you another question?

ok

Hold on one sec, I have one more question

Are you going to post it or am I supposed to guess what it is?

How do you upload an image?

We're talking about a cone here so just calculate the volume of the cone in cubic inches.

Divide that answer by 14 and that will be the number of minutes.

The image is a conical funnel

Find the volume of the cone.

the volume of the cone is 9.42, right?

What is the radius of the cone?

3 in

What is the height of the cone?

oh wait I forgot to multiply the height!

the height is 7 in

65.94 is the volume

I think the answer is 4.71 correct?

\[V=\frac{1}{3}(3.14)(3^2)(7)=65.94\in^3\]

ok that's what I got

\[\frac{65.94}{14}=4.71minutes\]

ok thanks!

Do you mind helping me with some more? I don't what to keep you though.