In ΔABC, if AD is the median, then show that AB^2 +AC^2 = 2(AD^2+BD^2)

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In ∆ ABC, AD is a median. Prove that AB² + AC² = 2 AD² + 2 DC². In ∆ ABC, AD is a median. Prove that AB² + AC² = 2 AD² + 2 DC².
In triangle ABC, if AD is the median, then show that AB^2 + AC^2 = 2(AD^2 + BD^2) In triangle ABC, if AD is the median, then show that AB^2 + AC^2 = 2(AD^2 + BD^2)
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In▲ABC,AD is median then show that AB² + AC² = 2(AD² + BD²) | By Digi School In▲ABC,AD is median then show that AB² + AC² = 2(AD² + BD²) | By Digi School
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62: Similarity: In △ABC , If seg AD⟘side BC then, Prove that:AB^2 + CD^2= BD^2+ AC^2 62: Similarity: In △ABC , If seg AD⟘side BC then, Prove that:AB^2 + CD^2= BD^2+ AC^2
AD, BE and CF are medians of a ∆ ABC. Prove that : 3(AB^2 + BC^2 + AC^2 ) = 4(AD^2 + BE^2 + CF^2) AD, BE and CF are medians of a ∆ ABC. Prove that : 3(AB^2 + BC^2 + AC^2 ) = 4(AD^2 + BE^2 + CF^2)
In `Delta ABC`, AD is a median and AM`_|_` BC.Prove that (a) `AC^(2) = AD^(2) +BC.DM+ ((BC)/(2))^(2 In `Delta ABC`, AD is a median and AM`_|_` BC.Prove that (a) `AC^(2) = AD^(2) +BC.DM+ ((BC)/(2))^(2