Let ABC be a triangle and D and E are the two points on side AB such that AD = BE. If DP||BC and EQ||AC, then prove that PQ||AB.

Let ABC be a triangle and D and E are the two points on side AB such that AD = BE. If DP||BC and EQ||AC, then prove that PQ||AB.

Released Tuesday, 29th September 2020
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Let ABC be a triangle and D and E are the two points on side AB such that AD = BE. If DP||BC and EQ||AC, then prove that PQ||AB.

Let ABC be a triangle and D and E are the two points on side AB such that AD = BE. If DP||BC and EQ||AC, then prove that PQ||AB.

Let ABC be a triangle and D and E are the two points on side AB such that AD = BE. If DP||BC and EQ||AC, then prove that PQ||AB.

Let ABC be a triangle and D and E are the two points on side AB such that AD = BE. If DP||BC and EQ||AC, then prove that PQ||AB.

Tuesday, 29th September 2020
Good episode? Give it some love!
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