sin^(-1)(sin(5 pi)/(3))!=(5 pi)/(3)." What is its value? "

sin^(-1)(sin (3 pi)/(5))

sin^(-1)(sin ""(3pi)/(5))

sin^(-1)sin((3pi)/5)

Show that sin^-1[sin(3pi)/4]ne (3pi)/4 . What is its value?

Show that :(i) sin^(-1) [ sin. (3pi)/4] != (3pi)/4 (ii) tan^(-1) [ tan. (5pi)/6] != (5pi)/6 . What is its value ?

Solve: sin^(-1)(sin( (3pi)/5))

Evaluate: sin^(-1)(sin(3 pi)/(5))

sin(sin^(-1)(3 pi/5))

Two of the three value of (-1)^((1)/(3)) are cos((pi)/(3))+i sin((pi)/(3)) and cos((5 pi)/(3))+i sin((5 pi)/(3)) the third value is