in what ratio does the point P(-4 , y) divide the line segment joining the points A(-6,10) and B(3,-8)? hence find the value of Y
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Answered by
90
Answer:
Step-by-step explanation:
The value of Y=6
Let the point (-4,6) be M and the ratio in which it divides the line segment be k:1
By section formula the coordinates of the point M are
(-6+3k/k+1,10-8k/k+1)
But M is (-4,6)
-6+3k/k+1=-4
7k=2
k=2/7
Therefore the ratio is 2:7
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nandhu09:
this isn't the question i asked. pls check the question properly
Answered by
32
(-6+3k/k+1,10-8k/k+1)
But M is (-4,6)
-6+3k/k+1=-4
7k=2
k=2/7
Therefore the ratio is 2:7
But M is (-4,6)
-6+3k/k+1=-4
7k=2
k=2/7
Therefore the ratio is 2:7
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