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Byju's Answer
Standard X
Mathematics
Section Formula
Find the coor...
Question
Find the coordinates of the point which divides the line segment joining
(
−
3
,
5
)
and
(
4
,
−
9
)
in the ratio
1
:
6
internally.
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Solution
By section formula coordinate of required point is
P
(
l
x
2
+
m
x
1
l
+
m
,
l
y
2
+
m
y
1
l
+
m
)
.
Substituting the points
(
−
3
,
5
)
and
(
4
,
−
9
)
in formula:
P
(
−
18
+
4
1
+
6
,
30
−
9
1
+
6
)
=
P
(
−
2
,
3
)
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Similar questions
Q.
Find coordinates of point which divides the line segment internally, joining the points
(
5
,
7
)
and
(
9
,
12
)
in ratio
2
:
4
.
Q.
Find the point which divides the line segment joining the point
(
3
,
5
)
and
(
8
,
10
)
internally in the ratio
2
:
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Q.
In what ratio does the point
P
(
−
2
,
3
)
divide the line segment joining the points
A
(
−
3
,
5
)
and
B
(
4
,
−
9
)
internally?
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