Home
Class 10
PHYSICS
[" 5.In Fig."6.60," AD is a median of a ...

[" 5.In Fig."6.60," AD is a median of a triangle "ABC" and "],[AM perp BC" .Prove that : "],[qquad [" (i) "AC^(2)=AD^(2)+BC.DM+((BC)/(2))^(2)]]

Promotional Banner

Similar Questions

Explore conceptually related problems

In figure, AD is a median of a triangle ABC and AM bot BC. Prove that AC ^(2) = AD ^(2) + BC. DM + ((BC)/( 2)) ^(2)

In Fig.6.60, AD is a median of a triangle ABC and AM_|_BC .Prove that :(i) AC^2=AD^2+BC.DM+((BC)/2)^2

In Fig.6.60, AD is a median of a triangle ABC and AM_|_BC .Prove that :(ii) AB^2=AD^2-BC.DM+((BC)/2)^2

In figure, AD is a median of a triangle ABC and AM bot BC. Prove that AB ^(2) = AD ^(2)- BC. DM + ((BC)/( 2 )) ^(2)

In Fig.6.60, AD is a median of a triangle ABC and AM_|_BC .Prove that :(iii) AC^2+AB^2=2AD^2+1/2BC^2

In Fig . AD is a median of a triangle ABD and AM bot BC. Prove that : AC^(2)+AB^(2)=2AD^(2)+1/2 BC^(2)

In Fig . AD is a median of a triangle ABD and AM bot BC. Prove that : AC^(2)=AD^(2)+BC. DM+((BC)/(2))^(2)

In figure, AD is a median of a triangle ABC and AM bot BC. Prove that AC ^(2) + AB ^(2) = 2 AD ^(2) + (1)/(2) BC ^(2).

In fig., AD is a median of a triangle ABC and AM bot BC.Prove that :- AC^2=AD^2+BC.DM+((BC)/2)^2 . .