Pis the mid-point of side BC of a parallelogram ABCD such that angle ABAP = angle DAP. If AD = 10 cm, then CD =
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Parallelogram Abcd Such that ∠Bap ...
P is the Mid-point of Side Bc of a Parallelogram Abcd Such that ∠Bap = ∠Dap. If Ad = 10 Cm, Then Cd = Concept: Properties of
P is the Mid-point of Side Bc of a Parallelogram Abcd Such that ∠Bap = ∠Dap. If Ad = 10 Cm, Then Cd = Concept: Properties of
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Answer:
CD = 5 cm
Step-by-step explanation:
In ||gm ABCD, P is mid-point of BC
AD = 10cm
∠BAP = ∠DAP
Through P, draw PQ || AB
∴ ABPQ is rhombus
∴ AB = BP = AQ
= 12 AB = 12 x 10 = 5 cm
But CD = AB (Opposite sides of ||gm)
∴ CD = 5 cm
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