Question

In the given figure, if $△$ $OAP$ $\cong$ $△$ $OBQ$, then which of the following is NOT true?

• A. $AO=BO$
• B. $AP=BQ$
• C. $PO=BO$
• D. $\angle$ $APO=$ $\angle$ $BQO$

Answer 1

The correct option is C $PO=BO$

We have $△$ $OAP$ $\cong$ $△$ $OBQ$,
So, $AP=BQ,AO=BO,OP=OQ$
and $\angle$ $APO=$ $\angle$ $BQO$, $\angle$ $OAP=$ $\angle$ $OBQ$,
$\angle$ $AOP=$ $\angle$ $BOQ$

Hence, option C is the correct answer.