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Byju's Answer
Standard IX
Mathematics
Extending BPT for Relation between Bases of Two Triangles
In the given ...
Question
In the given figure, ∠B < ∠A and ∠C < ∠D. Show that AD < BC.
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Solution
Given that ∠B < ∠A; ∠C < ∠D
∠B < ∠A
⇒
AO < OB [in
Δ
AOB] ……………… (1)
∠C < ∠D
⇒
OD < OC [in
Δ
COD]…… (2)
Adding (1) & (2)
AO + OD < OB + OC
AD < BC
Hence proved.
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In the given figure, ∠B < ∠A and ∠C < ∠D. Show that AD > BC.