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Apr 16 2014 07:19pm
Quote (Bean` @ Apr 16 2014 09:05pm)
yeah but wouldnt that be sin^2=1+cos^2 or sin^2=sin^2

where did you get 2cos?


what is (a + b)^2 for a = 1 and b = cos?
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Apr 16 2014 07:29pm
Quote (Bean` @ Apr 16 2014 07:05pm)
yeah but wouldnt that be sin^2=1+cos^2 or sin^2=sin^2

where did you get 2cos?


:/
(1+x)^2 is 1+2x+xx
(1+cos )^2 is 1+2cos+coscos
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Apr 16 2014 09:54pm
Quote (saber_x3 @ Apr 16 2014 08:29pm)
:/
(1+x)^2  is 1+2x+xx
(1+cos )^2  is 1+2cos+coscos


sorry guys fell asleep. literally my brain is just out of commission, i get it now. gonna come back to all this tomorrow, i cant comprehend this crap anymore if im forgetting to foil lol. thanks a lot man
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Apr 16 2014 11:36pm
Not to confuse the OP or anthing, but I am curious:

Why doesn't it have three solutions: pi/2, 3pi/2, and pi.

I am getting 2cosx(1+cosx)=0

2cosx=0 --> pi/2 and 3pi/2
1=cosx=0 --> pi

I understand I am wrong because of the graph, but I don't understand why.
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Apr 17 2014 12:04am
pretty sure it has to do with the principal domain cosine is defined on
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