simplify (cos4x-cos2x)/(sin4x+sin2x) the answer choices are : cotx, tanx, cotxtanx, or 1
i believe it is none of the above.
think it is -tangent, let me check with pencil and paper
That's what Wolfram says...
The top is -Sin^2 2x so if we can get the cos on the bottom, we're done.
damn this must be complicated algebra day. you are going to have to rewrite all this in terms of sin(x) and cos(x)
Yeah, the bottom is a bit of a pain...
@estudier top is \[\cos^2(2x)-\sin^2(2x)-\cos(2x)\] and i guess you have to reduce again yes?
Yes but Cos^2 2x is Co2 x -Sin^2x
i need more scrap paper
You really ought to be able to do something with the symmetry here...
I must be doin' something daft...
ok i give up. to much damned algebra for me.
I'll get there in the end...
cheat, graph the thing and see what you get
I'm pretty sure it's tan, it feels like tan, not so sure about the sign, though..
Think I will have to switch sin for -cos
Was finally able to find a common factor to reduce the sob. Wolfram is right, it's -tanx.(it's definitely not 1)
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