the equation P = (E(adsbygoogle = window.adsbygoogle || []).push({}); ^{2}R) / [(R-r)^{2}+ 4Rr]

We say that when R=r , P = E^{2}/4R which is said to be maximum..

But if I say R→∞ , then r→0 and then P = E^{2}/R which is greater..

So, shouldn't power be maximum for max R ????

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# Maximum Power transfer theorem ( Power dissipation in resistors in circuits)

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