True or False:
`d/dx(sin^2x)=2sinx ` for all x in R`.

d/dx(e^(2sin^-1x)) =

d/(dx)sin2x is equal to:

d/(dx) (sin^(-1) x/a)

State whether it is true or false: d/dx {sin^(-1)(f(x))} = 1/sqrt(1-(f(x))^2)

For the following differentiation results, write down the corresponding results in integrations: d/(dx)(sin^2x)=sin2x .

State true of false for the followng statements : (d)/(dx) ( sin x ^(2)) = 2 x cos x.

Differentiate (sin x)^(sin x) w.r.t. x.

Compute d/(dx)(sin^-1(sinx)) when pi/2 le x le (3pi)/2

Differentiate : x^sin x + (sin x)^x w.r.t x :