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Byju's Answer
Standard IX
Mathematics
Tests for Congruency of Triangles
In triangle P...
Question
In triangle PQR ,S is any point on PR such that PS : SE= 2 : 3 ,V is a point on QS such that QV:VS = 1: 3. If ST is median of SVR and ar(STR) -ar( QVT) =12cm,then find area of PQR
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Q.
In fig(iv), T is a point on side QR of triangle PQR and S is a point such that RT = ST. Prove that PQ + PR > QS
Q.
If
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is a point on the side
P
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In Fig. T is a point on side QR of △PQR and S is a point such that RT = ST. Prove that PQ + PR > QS
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In the figure,
Δ
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Q.
PQR is an isosceles triangle whose equal sides PQ and PR are at right angles. S and T are points on PQ such that
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6
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