verify the identity: tanxcos(squared)x=[(2tanxcos(squared)x-tanx)/(1-tan(squared)x]

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- April 6th 2008, 08:40 PMkelsey3Help with trig identities
verify the identity: tanxcos(squared)x=[(2tanxcos(squared)x-tanx)/(1-tan(squared)x]

- April 6th 2008, 08:46 PMMathstud28Wow your trig teacher is sadistic
..can you see whta to do from there

- April 6th 2008, 08:49 PMJhevon
- April 6th 2008, 08:50 PMJhevon
- April 6th 2008, 08:51 PMMathstud28Haha
I think your secondary purpose on here is to help people with math...I think your primary purpose is to point out a highschooler(me)'s flaws..haha just kidding

- April 6th 2008, 08:55 PMJhevon
hehe, i was thinking the same thing, haha. it seems i have been picking on you a lot tonight, huh?

don't worry about it, when i just started here, the same thing happened to me. just look through some of my old posts, i was constantly making a fool of myself (i still do sometimes).

it's tough love. i have nothing against you. trust me, it will help you in the long run. if you feel like someone's always there to critique you, you'll start to think things through more carefully.

Power to you! - April 6th 2008, 08:58 PMkelsey3
ya no kiddin....i dont really get how you got the sec(squared)x-2 on the bottom and where the cos(squared)x went. I don't know what identity you used.

- April 6th 2008, 09:03 PMMathstud28Here you go
and I made a little error...dont worry I know what I am doing the cos(x)^2 went to the bottom

- April 6th 2008, 09:13 PMkelsey3
man im retarded......i got (sinx/cosx)/(1/cos(squared)x-2) and then i brought the bottom up and crossed out a cosine but its still not right

- April 6th 2008, 09:16 PMMathstud28I am sorry
what exactly does that mean..show me your steps and I will critque you...use LaTeX if you can

- April 6th 2008, 09:18 PMkelsey3
how do i use that?....im new at this...

- April 6th 2008, 09:19 PMkelsey3
i just don't know how to get rid of the 2 on the bottom

- April 6th 2008, 09:22 PMMathstud28To write it do this
the most important thing you will need to know is the fraction is made by[ math]\frac{cos(x)}{sin(x)}=cot(x)[/math but i took off the ] after /math...look up LaTeX if you plan on using this site often it is a neccessity to learn

- April 6th 2008, 09:24 PMkelsey3
Dude.....that looks way too complicated. I just dont know how to get rid of the 2 on the bottom....i get the rest

- April 6th 2008, 09:25 PMJhevon
see the tutorial here for how to use LaTeX

i will start you off.

Consider the RHS:

now what? (of course, i put the two things in red for a reason)