triangle ABC ,D& E are the mid-points of AB &AC respectively through E , a straight line is drawn parallel to AB to meet BC at F. Prove BDEF is a parallelogram.
if AB is equal to 16 cm ,AC is equal to 12 cm , BC is equal to 18 cm .find the perimeter of BDEF.
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the scenes D and e are the midpoints of a b and ac respectively this implies that b is equals to half of b c and b is parallel to BC by mid point theorem it is given that EF is parallel to a b this implies that DP is also parallel to EF SDB is the part of a b and prove that b f e d is a parallelogram as its opposite sides are parallel
the scenes D and e are the midpoints of a b and ac respectively this implies that b is equals to half of b c and b is parallel to BC by mid point theorem it is given that EF is parallel to a b this implies that DP is also parallel to EF SDB is the part of a b and prove that b f e d is a parallelogram as its opposite sides are parallel
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tejashreee:
thank you but first tell me how to prove BDEF is a parallelogram
plz also show me how to prove BDEF is a parallelogram
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question is too easy you can see on Google or any other app and the answer will come 34 CM
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