In what ratio does point P (p, -1) divides the line segment joining the points A(1,-3) , B(1,2). Also find the value of p
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1
Answer:
ratio= y-y1/y2-y
here
y=-1
y1= -3
y2 = 2
ratio =-1 - (-3) / 2- (-1)
=2/3
ratio=2/3
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Answered by
0
Answer:
Let, P (p, -1) divide the line joining points A (1, -3) & B (1, 2) in ratio m : 1.
Now, p = (m + 1)/(m + 1) & -1 = (2m - 3) / (m + 1)
» p = 1 & 3m = 2
» m = 2/3
Therefore, line is divided in ratio 2/3 : 1
i.e. 2 : 3 and p = 1.
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