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In , a line through on and on is drawn parallel to . The lengths of and (in cm) are…
MATHEMATICS · Subjective · CBSE · Mathematics · Triangles · Triangles
Problem
In
△
M
N
P
\triangle MNP
△
M
N
P
, a line through
R
R
R
on
M
N
MN
M
N
and
S
S
S
on
M
P
MP
M
P
is drawn parallel to
N
P
NP
N
P
. The lengths of
M
R
MR
M
R
and
M
S
MS
M
S
(in cm) are
x
x
x
and
x
+
2
x+2
x
+
2
respectively. If
M
N
=
14
cm
MN = 14\,\text{cm}
M
N
=
14
cm
and
M
P
=
21
cm
MP = 21\,\text{cm}
M
P
=
21
cm
, find the value of
x
x
x
.
Related theory
Similarity of Triangles
Similarity
Basic Proportionality Theorem
Basic Proportionality Theorem (BPT)
Triangles
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