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" 10."cos(log x+e^(x))...

" 10."cos(log x+e^(x))

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The solution of the DE x cos y dy = (x e ^(x) log x + e ^(x)) dx is

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Solve : (dy)/(dx)=(x e^(x)log x +e^(x))/(x cos y) .

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cos^3x e^(log sin x)

cos^(3) x e^(log sinx)

If y = log (cos e^(x)), then (dy)/(dx) is: