Prove that: 1/(x^b+x^-c+1) + 1/(x^c+x^-a+1) + 1/(x^a+x^-b+1)=1?

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Arun Kumar · Answer

First of all its not equal = 1 for all the cases. only for case when a=b=c. Arun Kumar IIT Delhi Askiitians Faculty

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Prove that: 1/(x^b+x^-c+1) + 1/(x^c+x^-a+1) + 1/(x^a+x^-b+1)=1?

Prove that: 1/(x^b+x^-c+1) + 1/(x^c+x^-a+1) + 1/(x^a+x^-b+1)=1?

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Prove that: 1/(x^b+x^-c+1) + 1/(x^c+x^-a+1) + 1/(x^a+x^-b+1)=1?

Prove that: 1/(x^b+x^-c+1) + 1/(x^c+x^-a+1) + 1/(x^a+x^-b+1)=1?

1 Answers

Think You Can Provide A Better Answer ?

Other Related Questions on Algebra

ASK QUESTION

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