if the points (K, 3), (0,2) and (0,1) are collinear what is the value of k
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Answered by
1
Answer:
1
Step-by-step explanation:
Ponits are collinear then, area of triangle equal to 0.
Now A(K,3), B(0,2), C(0,1).
Area of=1/2 {X2(Y2-Y3)+X2(Y3-Y1)+X3(Y1-Y2)=0
= 1/2{K(2-1)+0(1-3)+0(3-2) =0
= 2K/2=0
K=0
=
Answered by
20
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