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Trigonometry
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MsinBt+NcosBt=sqareroot(M^2+N^2) sin(Bt+C)
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whats to be done ? do u need to find C in terms of M and N ?
I need to establish a transformation identity where C is any angle (in radians) and it has (M,N) be a point on it's terminal side.
I was thinking of dividing he right side so that it looks like this: squareroot(M^2+N^2)/squareroot(M^2+N^2)8(MsinBt+NcosBT)
it is a consequence of the addition angle formula
a short explanation can be found on the attached file
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okay thank you
can someone please help me work this out? It's for my own benifit. I am finished with my trig class but just want to work some problems so that I can practice.
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