Math, asked by parulbansal1384, 16 days ago

ABCD is a square and BCPQ is a parallelogram. if M is midpoint of DC and PM produces meets AB at N. prove that AN = 1/2 AD. if BD meets MN at R. prove that BD = 1/2 AC

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Answered by bhiseprathamesh1980

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ABCD is a square and BCPQ is a parallelogram. if M is midpoint of DC and PM produces meets AB at N. prove that AN = 1/2 AD. if BD meets MN at R. prove that BD = 1/2 AC

Answered by sanjay110303

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ABCD is a square and BCPQ is a parallelogram. if M is midpoint of DC and PM produces meets AB at N. prove that AN = 1/2 AD. if BD meets MN at R. prove that BD = 1/2 AC​

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ABCD is a square and BCPQ is a parallelogram. if M is midpoint of DC and PM produces meets AB at N. prove that AN = 1/2 AD. if BD meets MN at R. prove that BD = 1/2 AC