Question

What is the correct solution for the integral int_{?}^{?} sin ^-1*xdx

Answer 1

is that: \(sin^{-1}(x) dx\) ??

Answer 2

otherwise it makes no sense;

\[\int sin^{-1} * x\ dx\text{ ??}\]

Answer 3

yeah its as you put the second one :)

Answer 4

the second one makes no sense.

sin-1 is an operator/function name. It has no inherent value unless it is being used on something ...

sin-1(4/56) has meansing

sin-1(x/2) has meaning

sin-1 .... has no meaning since there is nothing for it to act upon

Answer 5

Lol. It was probably put there to trick me. But thanks to you it didnt :)

Answer 6

but idk. i guess ill just guess

Answer 7

:) math can be just a jibberished as english.

Answer 8

I know right:/ but you have no clue amistre?

Answer 9

as is; its just nonsense. do we have any options for answers?