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sam (.sam.):
Start by
\[\sin(3x)=\sin(2x+x)\]
Then use the sum to difference formula
OpenStudy (anonymous):
are there any values setfor this question?
sin 3x = cos 3x only when tan 3x =1
OpenStudy (anonymous):
but not a complete answer
OpenStudy (anonymous):
wrong SHADOWYS
OpenStudy (anonymous):
oh. okay. sub x=0 into the eq and see what u get
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OpenStudy (anonymous):
X is a angle not a variable
OpenStudy (anonymous):
In this case, since the question is asking for the [[proof]], not the solution, i don't see how you can get it, without setting the angles into set angles, like \(\frac{\pi}{12}\) rad
OpenStudy (anonymous):
i can give you a hint..!
OpenStudy (anonymous):
in the case where you need the solution,
sin 3x = sin (90-3x)
and use the general formula,
\(3x=n\pi + (-1)^n (90-3x)\)
OpenStudy (anonymous):
that is the solution, not the proof though. So i don't think I gave any help into solving that question.
note: \(n \in N\)
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OpenStudy (anonymous):
u wanna calculate the value of x ?
OpenStudy (anonymous):
just find the vale of "X"
OpenStudy (anonymous):
sin 45 = cos 45
sin(3*15) = cos(3*15)
so x=15
thus sin3x=cos3x
your welcome