Question

in triangle abc PQ parallel to BC and BD is equal to DC prove that P is equal to EQ​

Answer 1

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Answer 2

PE║ EQ  and PE = EQ

Step-by-step explanation:

in triangle ABC , PQ ║║BC , BD = DC

We know that the AD bisects PQ and PE = EQ

since , PE║ BD and EQ ║DC

and given that BD = DC

therefore ,

PE ║EQ

(if two or more lines are parallel to the same line then they are parallel to each other )

hence PE║ EQ  and PE = EQ

hence proved .

#Learn more:

In the adjoining figure, two triangle abc and dbc lie on the same side of BC. P is point on BC such that pq parallel ba and pr parallel BD. Prove that qr parallel ad

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