if the point (k,3k) (3k,3k) (3,1) are collinear find k
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Answer:
k = 3 or 1/3
Explanation:
if the points are collinear
(k,3k)+(3k,3k)=(3k,3k)+(3,1)
(4k,6k)=( 3k+3,3k+1)
Now,
4k = 3k+3 = 4k-3k = 3
k = 3
6k = 3k+1 = 6k-3k = 1
3k = 1
k = 1/3
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