Can someone help me with trig homework, will fan and medal
\[(\sin \theta -\cos \theta +1)/\sin \theta+\cos \theta -1) = \sin \theta +1/\cos \theta\]
I need to show how the left hand side is equal to the right hand side using trig identities
Multiply the left side by cos theta
Are you getting that from the sin+1/cos?
No we're working with the left side
Why would I take out cos?
You can how ever after multiply the right side by sintheta+cos theta-1
What?
Maybe you should show me your work, then we can see what you're thinking
I'm not allowed to take anything from the right side to help, its just for checking. All I have is the equation written down as it is
I'm not doing anything on the right side, all I said was multiply the left side by cos theta
Where are you getting the cos theta from?
You have to deal with trig identities separately, I just assume we need it to simplify the right side.
sorry left side*
Multiply by cos theta and expand
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