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Math question SteveB 10-07-2009
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Posted by SteveB on October 7, 2009, 3:10 pm


How do I figure the area of a pool from the perimeter? It is a kidney
shaped (exaggerated) pool.

Steve



Posted by dpb on October 7, 2009, 3:19 pm


SteveB wrote:
> How do I figure the area of a pool from the perimeter? It is a kidney
> shaped (exaggerated) pool.

Alone, you don't.

_MINIMUM_ area is that of circle of same circumference, how much greater
depends on the eccentricity.

Example of magnitude difference depending on shape, multiplier is pi for
a circle, 4 for a square of the same "radius" so square would bound 4/pi
--> ~33% greater area.

--



Posted by blueman on October 7, 2009, 5:31 pm



> SteveB wrote:
>> How do I figure the area of a pool from the perimeter? It is a
>> kidney shaped (exaggerated) pool.
> Alone, you don't.
> _MINIMUM_ area is that of circle of same circumference, how much
> greater depends on the eccentricity.
MAXIMUM not minimum is bounded by a circle
> Example of magnitude difference depending on shape, multiplier is pi
> for a circle, 4 for a square of the same "radius" so square would
> bound 4/pi --> ~33% greater area.

NO.
Circle has area: pi * r^2
and perimeter 2*pi*r so multiplier is r/2

And a square with equivalent perimeter has area: pi^2 * r^2/4
So square is pi/4 as large - or about 22% SMALLER than a circle with
equivalent perimeter


Posted by dpb on October 7, 2009, 5:53 pm


blueman wrote:
...> NO.

Brain fart... :(

circle has minimum perimeter for given area, and i turned it around w/o
thinking....

--

Posted by blueman on October 7, 2009, 10:09 pm



> blueman wrote:
> ...> NO.
> Brain fart... :(
> circle has minimum perimeter for given area, and i turned it around
> w/o thinking....

No problem - we all suffer from them - and the older we get, the more
frequent they become, just like real gas ;)

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