20.The point which divides the line segment of points P(-1, 7) and (4, -3) in the ratio of 2:3 is:(a) (-1, 3)(b) (-1, -3)(c) (1, -3)(d) (1, 3)
Answers
Answer:
(d) (1,3)
Hope it helps you!
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Step-by-step explanation:
Given: P(-1,7) and Q(4,-3)
To find: Find the point which divides the line segment in ratio 2:3.
(a) (-1, 3)
(b) (-1, -3)
(c) (1, -3)
(d) (1, 3)
Solution:
Tip: Section formula
If line segment by joining the points and
is divided by the S(x,y) in m:n ratio,then coordinates of S are given by
Here,
Points are P(-1,7) and Q(4,-3) ,ratio is 2:3
apply the values in the formula
by the same way,find y
Coordinates of S are (1,3).
Option D is correct.
Final answer:
Coordinates of S are (1,3).
Option D is correct.
Hope it helps you.
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