In the given figure AB||DE and BC||EF. Prove that AC||DF.
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AB IS PARALLEL TO DE
Hence,OA/OD=OB/OE. 1(BY BPT)
BC IS PARALLEL TO EF
Hence,OC/OF=OB/OE. 2(BY BPT)
From 1&2
OC/OF=OA/OD
Hence,AC IS PARALLEL TO DF (BT CONVERSE OF BPT)
Hence,OA/OD=OB/OE. 1(BY BPT)
BC IS PARALLEL TO EF
Hence,OC/OF=OB/OE. 2(BY BPT)
From 1&2
OC/OF=OA/OD
Hence,AC IS PARALLEL TO DF (BT CONVERSE OF BPT)
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