Question

$AB$ and $PQ$ bisect each other.
If the above statement is true then mention answer as $1$, else mention $0$ if false.

Answer 1

Given: $AP=BQ$ and $AP\parallel BQ$.

In $△AOP$ and $△BOQ$,
$\angle AOP=\angle BOQ$ (vertically opposite angles)
$AP=BQ$ (Given)
$\angle APO=\angle BQO$ (Alternate angles).
Thus, $△AOP\cong △BOQ$ (By $ASA$ rule).

Thus, $AO=OB$ (By $CPCT$)
$OP=OQ$ (By $CPCT$)
i.e. $AB$ bisects $PQ$.

Hence, the given statement is true and $1$ is the answer.