in fig 9.34, ABCD is a parallogram in which angle A =80° . the bisect

1.	in fig 9.34, ABCD is a parallogram in which angle A =80° . the bisectors of angle A and angle B meet at a point P, on DC, prove that AD=DP, PC=BC. Also prove that DC=2AD
Answer» ANSWER: FIG 9.34, ABCD PARALLOGRAM a=80'degree is the SOLUTION

in fig 9.34, ABCD is a parallogram in which angle A =80° . the bisectors of angle A and angle B meet at a point P, on DC, prove that AD=DP, PC=BC. Also prove that DC=2AD

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ANSWER:

FIG 9.34, ABCD PARALLOGRAM a=80'degree is the SOLUTION

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in fig 9.34, ABCD is a parallogram in which angle A =80° . the bisectors of angle A and angle B meet at a point P, on DC, prove that AD=DP, PC=BC. Also prove that DC=2AD​

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in fig 9.34, ABCD is a parallogram in which angle A =80° . the bisectors of angle A and angle B meet at a point P, on DC, prove that AD=DP, PC=BC. Also prove that DC=2AD