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?
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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?
Well... yeah! but knowing what r1 & r2 are may help the process?Quote:
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?
The radii of the object (at top and bottom respectivelly)?
Is it uniform or odd shaped?
Regards,
Lloyd
r1,r2 are radius of top and bottom circle of the container.
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?
ANYONE/?
NO you can't
to quote Guv....
Quote:
The factorial function is only defined for integer values.
Come on, don't be so restricted by the laws.
:rolleyes: