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Solution :-
In ∆PSQ and ∆PSR we have,
→ ∠PSQ = ∠PSR (Each 90°)
→ PQ = PR (Side opposite to 90° angle is hypotenuse which is given 6.5 cm)
→ PS = PS (common side)
since we know that,
- if the hypotenuse and one side of a right angled triangle are equal to the hypotenuse and the corresponding side of another right angled triangle then, both ∆'s are congruent by RHS congruence rule .
therefore,
→ ∆PSQ ≅ ∆PSR { By RHS Congruence Rule .}
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