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  Discussion about math, puzzles, games and fun.   Useful symbols: √ ∞ ≠ ≤ ≥ ≈ ⇒ ∈ Δ θ ∴ ∑ ∫ π -




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Topic review (newest first)

2013-03-09 14:10:53


The area of a lune can be found right here:

2013-03-09 13:37:14

6 more (these might be tougher than before):

1. A & P of a Lune of Hippocrates.

2. V & S of spherical cap.

3. V & S of a spherical sector.

4. V & S of a spherical segment.

5. V & S of a spherical shell.

6. V & S of a spherical wedge.

Where V = volume, S = surface area, A = area, P = perimeter.

2013-03-09 12:37:08


The perimeter of an annulus is the sum of the perimeter of the two circles, interior and exterior.

2013-03-09 12:30:13

Next geometry question I've been wondering:
What is the perimeter

of annulus?
I was thinking it was
is the larger radius, but what about the inner part?
Is that included in the formla, or is it just the 'strict' outside?

2013-03-08 10:48:08


Okay, you are welcome.

2013-03-08 09:48:43

Sorry I wrote that wrong.

Thanks, again; I think I now understand it. (:

2013-03-08 08:08:02


It is much better to write it like this:

check out this url: … ramid.html

2013-03-08 03:08:47

I do want to ask though, is a right frustum just a straight, generic one? Or is it one that is tilted?
Also, I checked out the link, and it seems that the full surface area (as in, the whole surface of it including bases) is:

, where
is multiplication.
Am I right? I am kind of confused. The volume formula though, is easy for me to understand.

2013-03-07 20:10:12


For a right pyramidal frustum:

Look here for more:

2013-03-07 08:21:06

Oops, I almost forgot; I would also like a picture showing where the demensions are. Thanks...again!

2013-03-07 08:03:42

I was just curious, what is the formula for the surface area and volume,

respectively, for a pyramidal frustum and a conical frustum? I would prefer you to put it in LaTeX so I can easily understand it. Thanks!
Note: later I may ask for other formulas, so don't put away your brain when you're done! roflol

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