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In , the median is drawn to side . In another triangle , the median is drawn to side…
MATHEMATICS · Subjective · CBSE · Mathematics · Triangles · Triangles
Problem
In
△
A
B
C
\triangle ABC
△
A
B
C
, the median
A
D
AD
A
D
is drawn to side
B
C
BC
B
C
. In another triangle
△
P
Q
R
\triangle PQR
△
P
QR
, the median
P
M
PM
P
M
is drawn to side
Q
R
QR
QR
. If
△
A
B
C
∼
△
P
Q
R
\triangle ABC \sim \triangle PQR
△
A
B
C
∼
△
P
QR
, explain why the ratio
A
D
:
P
M
AD:PM
A
D
:
P
M
is equal to the ratio
A
B
:
P
Q
AB:PQ
A
B
:
P
Q
.
Related theory
Quadrilaterals
Similarity of Triangles
Similarity
Triangle similarity conditions
Triangles
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