Question
If the points P(–2, 1), Q (α, β) and R (4, –1) are
collinear and α – β = – 3 then the value of (α + β) is:Solution
Given: Points P(-2,1), Q(α, β), R(4,-1) are collinear. Given: α - β = -3. Find (α + β). Use Collinearity Condition For collinear points, Slope of PQ = Slope of QR 
Solve for (α + β) We now have: α - β = -3 α + 3β = 3 Adding both: 2α + 2β = –2 α + β = –1
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