Update ANS: Sin^4theta/x + cos^4theta/y=1/(x+y) prove that sin^12theta/x^5+cos^12theta/y^5=1/(x+y)^5

21 Apr 2022

Sin^4theta/x + cos^4theta/y=1/(x+y) prove that sin^12theta/x^5+cos^12theta/y^5=1/(x+y)^5

Sin^4theta/x + cos^4theta/y=1/(x+y) prove that sin^12theta/x^5+cos^12theta/y^5=1/(x+y)^5

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