"परिमिती" च्या विविध आवृत्यांमधील फरक
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ओळ २४:
This approximation is within about 5% of the true value, so long as `a' is not more than 3 times longer than `'`b' (in other words, the ellipse is not too "squashed"):
ellipse perimeter
Approximation 2 :
ओळ ३०:
The famous Indian mathematician Ramanujan came up with this better approximation:
ellipse perimeter (approx) = pi into [ 3(a+b) - square root of ((3a+b)(a+3b))]
Approximation 3 :
ओळ ३८:
h = (a-b)<sup>2</sup>/(a+b)<sup>2</sup>
ellipse perimeter (approx) = pi(a+b)(1 + 3h/(10+square root of (4-3h))
[[वर्ग:भूमिती]]
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