Question: Determine the quadrant in which A - B terminate given that sin A SAST, 5' 2 and cos B = B not in QI.

Determine the quadrant in which A - B terminate given that sin

Determine the quadrant in which A - B terminate given that sin A SAST, 5' 2 and cos B = B not in QI. Also, Find: (a) sin (A - B), (b) cos (A B), and (c) tan(A B)

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Given sin A frac45 fracpi2 leq A leq pi Angle A is in Quadrant II cos B frac45 B is not in Quadrant ... View full answer

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