If sin theta is equal to p by q find cos theta plus tan theta
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sin theta = p/q
sin²theta + cos² theta = 1
cos theta =√( 1 - sin² theta)
=√(1- (p²/q²) )
= √(q²-p²) / q
tan theta = sin theta / cos theta
= {p/q} /{ √(q²-p²) / q }
= p / √(q²-p²)
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