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How Do I Establish a Transformation Identity? y=M sin Bt + N cos Bt y = sqrt( M^2 + N^2) sin (Bt+C)
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use M=Rcos a N=Rsin a and then simplify
Where do i start?
put them in ur question also find the sum of the squares of M N to obtain R
C is any angle( in radians if t is real) having P=(M,N)on its terminal side [hint a first step is the following: M sin Bt + N cos BT = sqrt( M^2 + N^2)/sqrt( M^2 + N^2)*(M sin Bt + N cos Bt) <----- THE PROBLEM ASLO GOES ON TO SAY THIS BUT WHAT DOES THIS ACTUALLY MEAN
M sin Bt + N cos Bt = CORRECTION
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