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find the exact value: arctan(-1)
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find the value of \( \theta \) then \( \sin \theta = - \cos \theta \)
Got it, thanks. One question though: wouldn't there be two answers for every problem of this type?
I guess: \[\tan^{-1}(-x) \implies -\tan^{-1}(x)\]
For example: the values of this one would be 7pi/4 and 3pi/4, correct?
there would be many answers ... you have to restrict the domain. is there any restriction?
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No restriction, so the answer would be (3pi+4npi)/4, right?
ok ok .. you can write it up then.
Thanks!
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