Let S - log 2 -7 - -5 - then find the value of log 2 -7 - -5 in terms of S -

S=log_2(√(7)+√(5)) log_2(√(7)+√(5))+log_2(√(7) √(5))=log_2 (7 5)=1 S+log_2(√(7) √(5))=1log_2(√(7) √(5))=1 S ...

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Solving Inequalities

Let S = log...

Question

Let S = ${log}_{2} (\sqrt{7} + \sqrt{5})$ , then find the value of ${log}_{2} (\sqrt{7} - \sqrt{5})$ in terms of S :

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