plz answer no.8 question only
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7. given
AB=AD
CD = CB
To proof
∆Abc and ∆adc are congruent
prove.
ab= ad ( given
CD = cb (given
ac= ac (common )
hence both the triangles are congruent by sss theorem
8
given
pa= qb
to proof
OAP and opq triangle are congruent
prove
pa= qb(given
angle a = angle b(90°)
and
angle o common
so both congruent by aas
and
oa = ob ( cpct
AB=AD
CD = CB
To proof
∆Abc and ∆adc are congruent
prove.
ab= ad ( given
CD = cb (given
ac= ac (common )
hence both the triangles are congruent by sss theorem
8
given
pa= qb
to proof
OAP and opq triangle are congruent
prove
pa= qb(given
angle a = angle b(90°)
and
angle o common
so both congruent by aas
and
oa = ob ( cpct
Answered by
0
hi bro.
check it out.
This is proved that triangle OAP = OBQ.
and OA = OB.
please mark it as brainliest answer.
check it out.
This is proved that triangle OAP = OBQ.
and OA = OB.
please mark it as brainliest answer.
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