A point P divides the line segment joining the points A(−1,3) & B(9,8) such that AP/BP=k/1. If P lies on the line – + 2 = 0, find k.
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It is given that P divides the line segment joining A(-1,3) and B(9,8) in the ratio k:1. so, coordinates of P are (
k+1
9k−1
,
k+1
8k+3
).
(
k+1
9k−1
,
k+1
8k+3
) lines on the line x-y+2=0
∴
k+1
9k−1
−
k+1
8k+3
+2=0
⇒9k−1−8k−3+2k+2=0
⇒3k−2=0
⇒k=2/3
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