Answer: The points are collinear.
Slope \(=\dfrac{y_2-y_1}{x_2-x_1}\).
Slope of PQ \(=\dfrac{\frac85-2}{2-1}=-\dfrac25\); slope of QR \(=\dfrac{\frac65-\frac85}{3-2}=-\dfrac25\).
The slopes are equal and Q is common, so P, Q, R are collinear.
Answer: The points are collinear.
Slope \(=\dfrac{y_2-y_1}{x_2-x_1}\).
Slope of PQ \(=\dfrac{\frac85-2}{2-1}=-\dfrac25\); slope of QR \(=\dfrac{\frac65-\frac85}{3-2}=-\dfrac25\).
The slopes are equal and Q is common, so P, Q, R are collinear.
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