Point M is the mid point of seg AB. If AB = 8 then find the length of AM.

Point M is the midpoint of seg AB. If AB= 8, then find the length of AM.

point C is the midpoint of seg AB. If AC = 5.5, then find the length of AB.

If P is midpoint of seg AB and AB = 7 cm, find AP.

If Q is midpoint of seg CD and d(C,Q) = 6, find length of seg CD.

In triangle ABC , point M is midpoint of side BC. If AB^2+AC^2=290cm^2 and AM=8 cm, find BC.

In the adjoining figure, M is the midpoint of seg AB and seg CM is a median of DeltaABC . Find (A(DeltaAMC))/(A(DeltaBMC)) .

If D is the mid -point of side AB of DeltaABC , then bar(AB) + bar(BC) + bar(AC) =

In DeltaABC, if M is the midpiont of BC and seg AM bot seg BC, then prove that prove that AB^(2)+AC^(2)=2AM^(2)+2BM^(2).