" (e) "cosec^(-1)(-1)

"cosec"h^(-1) ((3)/(2))+"cosec"h^(-1)(-(1)/(2))=

The principal value of cosec^(-1)(-1) is

If y =tan^(-1)(sinsqrt(x))+ "cosec"^(-1)(e^(2x+1)), " then " (dy)/(dx)=

Differentiate the following w.r.t x : y= cosec^(-1)(e^(-x))

If cosec^(-1) ( cosec x) " and " cosec ( cosec^(-1) x) are equal functions, then the maximum range of value of x is

If cosec^(-1) ( cosec x) " and " cosec ( cosec^(-1) x) are equal functions, then the maximum range of value of x is

If cosec^(-1) ( cosec x) " and " cosec ( cosec^(-1) x) are equal functions, then the maximum range of value of x is

Prove that: cos ( cos^(-1) x) = cosec ( cosec^(-1)x).

"cosec h"^(-1) ((1)/(5)) =

"cosec h"^(-1)((1)/(5)) =