If y=|\sin x|^{|x|}, then the value of \frac{d y}{d x} at x= \frac{-\\pi}{6} is

Correct Answer is : 26−π6[6log2−√3π]

{ \frac{2}{6}}^{- \frac{\\pi}{6}}[6 \log 2-\sqrt{3} \\pi]

{ \frac{2}{6}}^{ \frac{\\pi}{6}}[6 \log 2+\sqrt{3} \\pi]

{ \frac{2}{6}}^{- \frac{\\pi}{6}}[6 \log 2+\sqrt{3} \\pi]

Manipal Entrance Test 2014 Math Paper

Question : 35 of 80

Marks: +1, -0

If y=|sin‌x||x|, then the value of

at x=

−π

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