The Indian Navy flights fly in a formation that can be viewed as two triangles with common side. Prove that ∆SRT ≡ ∆QRT, if T is the midpoint of SQ and SR = RQ.

Given: T is the mid-point of SQ and SR = RQ
To Prove: Δ SRT ≅ Δ QRT
Proof
In Δ SRT and QRT
RT = RT [common]
ST = QT [T is the mid-point of SQ]
SR = RQ [Given]
Thus, Δ SRT ≅ Δ QRT [Side – Side – Side]
Hence Proved.
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