Container's V

**prog_tom** · Feb 16th, 2002, 11:58 PM

Apparently, I'm bored:

Given:

r1=3.39273812973891273126736123

r2=[(r1)^5/400]!

h=16.9

From this, can you infer the Volume and the Toltal Surface Area?

**lloydie** · Feb 17th, 2002, 10:05 AM

Originally posted by prog_tom

Given:

r1=3.39273812973891273126736123

r2=[(r1)^5/400]!

h=16.9

From this, can you infer the Volume and the Toltal Surface Area?

Well... yeah! but knowing what r1 & r2 are may help the process?
The radii of the object (at top and bottom respectivelly)?
Is it uniform or odd shaped?

Regards,
Lloyd

**prog_tom** · Feb 17th, 2002, 06:52 PM

r1,r2 are radius of top and bottom circle of the container.

**Guv** · Feb 17th, 2002, 07:16 PM

r1=3.392 738 129 738 91273126736123

r2=[(r1)^5/400]!

The factorial function is only defined for integer values.

Why 5/400 instead of 1/80?

**prog_tom** · Feb 20th, 2002, 06:36 PM

ANYONE/?

**sail3005** · Feb 20th, 2002, 10:06 PM

NO you can't

to quote Guv....

The factorial function is only defined for integer values.

**prog_tom** · Feb 20th, 2002, 10:58 PM

Come on, don't be so restricted by the laws.

**sail3005** · Feb 21st, 2002, 06:56 AM

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