that AT
5. S and T are points on sides PR and QR of
A PQR such that P= Z RTS. Show that
A RPQ-ARTS.
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Here, < denotes for angle
Given- ∆PQR and points S and T on sides PQ and
QR such that <P=<RTS
To Show- ∆RPQ=RTS
Proof- In ∆RPQ and ∆RTS
<P=<RTS (given)
<PRQ=<TRS=<R (common)
so, ∆RPQ=∆RTS (AA similarty)
Hence proved
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