if APB CQD are two parallel lines, then the bisectors of angle APQ, BPQ,CQP PQD form
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38
line APB is parallel to CQD
when we join PQ it will be transversal
then angleBPQ=angleCQP (alternate angles)
angleAPQ=anglePQD
when we will draw bisectors
then the figure formed will have opposite angles equal
which means that it is a parallelogram
when we join PQ it will be transversal
then angleBPQ=angleCQP (alternate angles)
angleAPQ=anglePQD
when we will draw bisectors
then the figure formed will have opposite angles equal
which means that it is a parallelogram
Answered by
18
line APB is parallel to CQD
when we join PQ it will be transversal
then angleBPQ=angleCQP (alternate angles)
angleAPQ=anglePQD
when we will draw bisectors
then the figure formed will have opposite angles equal
which means that it is a parallelogram
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