Suppose `f(x) = tan (sin^-1 (2x))` Express `f(x)` as an algebric function of x.

Q.8Suppose f(x)=tan (sin^-1(2x)) (a) Find the domain and range of f.(b) Express f(x) as an algebaric function of x.(©) Find f' (1/4).

The function f(x) = tan^(-1) (sin x + cos x), x gt 0 is always an increasing function on the interval

If y=f(x)=(x-3)/(2x+1)and z=f(y), express z as a function of x.

The function f(x)= tan^(-1) (sin x + cos x ), x gt 0 is always an increasing function on the interval-

The function f(x) =Tan^(-1) (sin x+ cos x) is an increasing function in

The functions f(x) = tan ^(-1) (sin x +cos x ) , x gt 0 is always an increasing functions on the interval :

Let f(x)=tan xandg(f(x))=f(x-(pi)/(4)) where f(x)andg(x) are real valued functions. Prove that f(g(x))=tan((x+1)/(x+1))