`r=a(1+sinθ) " , " r=b(1-sinθ)`
Find the double derivative with respect to`theta`

Find the derivative of (1+cosx)^(x) with respect to x.

x = a(θ - sinθ), y = a(1 + cosθ) Find dy/dx

Find the derivative of cos^(-1)(sinx) w.r.t. to x

Find derivative of tan ^(-1)x w.r.t.to x

Find the derivatives of the functions r=(cos es theta+cot theta)^(-1)

Find derivative of sin(ax+b) w.r.t.to x

Find the derivatives w.r.t. x: sin^(-1){sqrt(1-x)/2}

If r gt 0, - pi le theta le pi and r, theta satisfy r sin theta =3 and r=4(1+ sin theta ) , then find the possible solutions of the pair (r , theta )