y=(e^(sin x))/(sin x^(n))

y=e^(sin x^(3))

y=e^(sin x^(3))

Find the derivative of y=(sin x)(e^(sqrt(sin x)))(ln x)(x^(x))

If quad ((sin^(m)x)/(sin^(n)x))^(m+n)((sin^(n)x)/(sin^(p)x))^(n+p)((sin^(p)x)/(sin^(m)x))^(p+) then f(x) is equal to

Prove that : (sin (x+y))/(sin (x-y) )= (sin x. cos y + cos x . Sin y)/(sin x. cos y-cos x. sin y)

Prove that : (sin (x+y))/(sin (x-y) )= (sin x. cos y + cos x . Sin y)/(sin x. cos y-cos x. sin y)

int _ (- pi) ^ (pi) (e ^ (sin x)) / (e ^ (sin x) + e ^ (- sin x)) dx

If (cos x)/(cos y) = n , (sin x)/(sin y) = m , then what is (m^2 - n^2) sin^2 y equal to ?

Let y=e^(x sin x^3)+(t a n x)^x Find (dy)/(dx)

Let y=e^(x sin x^3)+(t a n x)^x Find (dy)/(dx)