Draw AB _|_ BC`.

In the figure below, if AB^(2)+AC^(2)=122,BC=10cm , then find the length of median drawm to side BC.

In triangle ABC , /_B=90^@ and AB = BC. If AC = 2sqrt2 , then find AB and BC.

In triangle ABC , points D and E are on sides BC and AB such that AD and CE intersect at point P. CE_|_AB , AD_|_BC . Prove that triangle AEP~triangle CDP

In triangle ABC , points D and E are on sides BC and AB such that AD and CE intersect at point P. CE_|_AB , AD_|_BC . Prove that triangle AEP~triangle ADB

Draw seg AB of length 6.3 cm and bisect it.

Draw seg AB of length 5.7 cm and bisect it.

In Delta ABC , ray BD bisects angleABC . A-D-C , side DEabs()side BC , A-E-B , then prove that (AB)/(BC) = (AE)/(EB) .

Draw a Delta ABC . 1. Bisect angleB and name the point of intersection of AC and the angle bisecto as D. 2. Mesure the sides. AB= square cm , BC = square cm, AD = square cm, DC = square cm 3. Find rations (AB)/(BC) and (AD)/(DC) . 4. You will find that both the rations are almost equal. 5. Bisect remaining angles of the triangle and find the ration as above. Verify that the ratios are equal.