In trapezium ACBD, side AB || side DC, diagonals AC and BD intersect in point p. Show that AP/PD BP/PC
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I don't understand this
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From the picture we have Δ COD is similar to Δ AOB.
Since, ∠COD=∠AOB (opposite angle) , ∠CDO=∠OBA (transversal angle) and ∠DCO=∠OAB (transversal angle).
Then
AB
CD
=
OA
OD
or,
20
6
=
15
OD
or, OD=4.5
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