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Byju's Answer
Standard VII
Mathematics
Congruence of Line Segments and Angles
In Fig 6.9,...
Question
In Fig
6.9
,
∠
1
=
∠
2
and
Δ
N
S
Q
z
Δ
M
T
R
, then prove that
Δ
P
T
S
−
Δ
P
R
Q
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Solution
REF.Image
In the triangles PTS and PQR.
Let us assume that Q= angle 3 and R= angle 4.
So, angle 1 = angle 3
(corresponding angles)
and angle 2 = angle 4
Angle P is common angle
By AAA similarity triangle PTS is similar to triangle PRS.
Hence proved.
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Q.
In figure
∠
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=
∠
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and
Δ
N
S
Q
≅
Δ
M
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R
, then prove that
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∼
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.
Q.
In figure, if
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and
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S
Q
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T
R
, then prove that
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T
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Question 3
In figure, if
∠
1
=
∠
2
and
Δ
N
S
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≅
Δ
M
T
R
, then prove that
Δ
P
T
S
∼
Δ
P
R
Q
.
Q.
Question 3
In figure, if
∠
1
=
∠
2
and
Δ
N
S
Q
≅
Δ
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T
R
, then prove that
Δ
P
T
S
∼
Δ
P
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