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The smallest positive x satisfying $\log_{C o s x} S i n x + \log_{S i n x} C o s x = 2$ is

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detailed solution

Correct option is C

sinx=cosx

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The smallest positive x satisfying logCosxSinx+logSinxCosx=2 is

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The smallest positive x satisfying $\log_{C o s x} S i n x + \log_{S i n x} C o s x = 2$ is