find the answer to all the bits.
I was really confused while doing this.
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Answer:
construction join p to q
proove AQ=BP
PROOF AD//BC
We join p to q
then,ABPQ Is a parallelogram
AB=PQ
AQ=BP
∆QBA=∆QBP
QB=QB (COMMON)
Angle B=ANGLE A
THEN,AQ=BP IN case 1
Case2
given=PQ=CD
PTOOF=ABCD IS A PARALLELOGRAM
JOIN P YO Q
SO,CDPQ ARE ALSO A PARALLELOGRAM
BECAUSE JOIN P TO Q
PQ//CD
PQ=CD
DQ=CP
PQ=CD PROOVE CASE 2
CASE 3
YOU ARE SEE IN A FITST CASE PROOBE THE
ABPQ IS A PARALLELOGRAM
BECAUSE JOIN P TO Q
SO,ABPQ IS A PARALLELOGRAM PROOVE CASE 3
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