Question

sin(sin^-1/pi

Answer 1

-1/pi

Answer 2

does not exist

Answer 3

how did u get that

Answer 4

see sin(sin-1(x))=x always...

Answer 5

be careful brackett see her screen shot

Answer 6

-1<=x<=1

Answer 7

yes, but the problem is \(\sin(\sin^{-1} \pi)\)

Answer 8

oh crap! yep, and uhcoog , pls write it as sin(sin-1pi)...avoids confusion :)

Answer 9

so there is no solution

Answer 10

yep

Answer 11

thank yall