Question

Simplify, show steps please:
(cosx/1+sinx)+(1+sinx/cosx)

Answer 1

Get common denominators

Answer 2

\[\frac{\cos x+1+\sin x}{ 1+\sin x\cos x } ?\]

Answer 3

Not exactly..

Answer 4

Im just stuck on this whole equation.

Answer 5

Multiply everything through with a (1+sinx) and cosx

Answer 6

So..
\[\LARGE \frac{cosx}{(1+sinx)}*\frac{cosx}{cosx}+\frac{1+sinx}{cosx}*\frac{1+sinx}{1+sinx}\]
\[\LARGE = \frac{cos^2x}{(cosx)(1+sinx)}+\frac{(1+sinx)^2}{(cosx)(1+sinx)}\]
Can you finish it?

Answer 7

I got \[\frac{ 1 }{ \cos x+\cos x \sin x }\]

Answer 8

Did you distribute that (1+sinx)^2?

Answer 9

ok i had my dad do it and his answer was. cscx