In the diagram below, OABC is a parallelogram, OA=a and AB=b. N is a point on OA such that ON:NA = 1
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prove, using vectors,Suppose that OABC is a parallelogram.Let M be the midpoint of OA andlet P be the point of intersectionof MC and OB. Prove, using vectors,that OP = 1/3 OB.
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In a Parallelogram Abcd, the Diagonals Bisect Each Other at O. If ∠Abc = 30°, ∠Bdc = 10° and ∠Cab = 70°. Find: ∠Dab, ∠Adc, ∠Bcd, ∠Aod, ∠Doc, ∠Boc, ∠Aob, ∠Acd, ∠Cab, ∠Adb, ∠Acb, ∠Dbc and ∠Dba. - Mathematics | Shaalaa.com
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