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Question
In the given figure, PA ⊥ AB, QB ⊥ AB and △OAP ≅ △OBQ, then
In the given figure, PA ⊥ AB, QB ⊥ AB and △OAP ≅ △OBQ, then
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Solution
The correct option is B AP = QB
We have given, PA⊥AB, QB⊥AB and △OAP≅△OBQ.⇒ Therefore, by CPCT we can say that,⇒ AP=QB
We have given, PA⊥AB, QB⊥AB and △OAP≅△OBQ.
⇒ Therefore, by CPCT we can say that,
⇒ AP=QB
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