Find the value of k, points A, B and C are collinear.
A(0,4),B(3, - 2), C(k, k+3).
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Step-by-step explanation:
1/2[0(-2-k-3)+3(k+3-4)+k(4+2)=0
1/2[3(k-1)+6k]=0
1/2[3k-3+6k]
1/2[9k-3]=0
3/2(3k-1)=0
3k-1=0
k=1/3
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