The Geometry of Slopes: Constant Rates of Change and Collinearity
The Geometry of Slopes: Constant Rates of Change and Collinearity
Points \(P\) and \(Q\) have coordinates \(\left( 4,8 \right)\) and \(\left( 3,5 \right)\) respectively. Find the equation of the line passing through \(P\) and perpendicular to \(PQ\).
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Answer:\(y=-\dfrac13x+\dfrac{28}{3}\)
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