In ∆ABC , AB²+ BC²= AC2²
and in ∆PQR , AngleQ = 90°
and AB = PQ , BC = QR .
Prove: Angle B=90°.
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Step-by-step explanation:
In the given figure ∆ ABC and PQR they are corresponding to each other i.e, if
AB = PQ, BC = QR it can be written as
< ABC = < PQR i.e, 90°
Hence, it is proved that ABC = 90°
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