If the slope of the tangent at ( {x}, {y}) to a curvepassing through (1, \frac{\pi}{4}) is given by { {y}}/{ {x}}-\cos ^{2}( { {y}}/{ {x}}), then the equation of the curve is :

Correct Answer is : y=xtan−1log(e∕x)

y=\tan ^{-1} \log ( {e} \/ {x})

MHT CET 2020 Math Solved Paper

Question : 43 of 50

Marks: +1, -0

If the slope of the tangent at (x,y) to a curvepassing through (1,‌

) is given by ‌

−cos2(‌

), then the equation of the curve is :

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