Volume

[low sedge]

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[fiery shuttle]

What's your question @naive ledge?

The second diagram shows a cuboid with sides h, thickness which we will consider t and circumference of the circle on top.

Using the formula for the volume of the cuboid we can find the volume of the cylinder.

[naive ledge]

"Use the 'unrolled' diagram to explain why this makes sense geometrically"

[naive ledge]

https://tenor.com/view/hog-rider-clash-royale-thinking-gif-7968908407873406663

I see I see

I was a little confused by the language

Thanks man

[fiery shuttle]

You got it now?

[naive ledge]

Yep
Ty!

[strange wave]

@vast dune has given 1 rep to @fiery shuttle

[fiery shuttle]

close the thread

[naive ledge]

+close