- #1
jumbogala
- 423
- 4
Homework Statement
This isn't really a problem, just a question...
If you had sin(x) / sin^2(x), you are left with 1/sin(x), right?
So how come when you have sin(x)*arcsin(x) you aren't left with 1? Isn't arcsin(x) the same as writing sin^-1 (x)?
Therefore writing sin(x)arcsin(x) would be like writing sin(x)/sin(x) = 1
But it isn't... why not?