In the given figure, `AL "|| "DC`, E is mid point of BC. Show that`triangle EBL ~= triangle ECD`

In the given figure, AL|\|DC E is mid point of BC. Show that triangleEBL~=triangleECD

In the given figure, AL || DC, E is mid point of BC. Show that DeltaEBL ~= DeltaECD .

In the given figure, AB "||"Dc and AD "||"BC Show that triangle ABC ~= triangle CDA

Observe the given figure and show that triangle EBL~= triangel ECD .

In the figure, D,E are mid-points of AB and AC then triangle ADE : square BCED =

In the given figure, AB||DC and AD||BC show that DeltaABC ~= Delta CDA .

In the given figure, AD is perpendicular to BC and EF "||" BC , if angle EAB = angle FAC , show that triangles ABD and ACD are congruent. Also , find the values of x and y if AB = 2x+3 , AC = 3y+1 , BD = x and DC = y+1 .

In the given figure, DE//BC and AD : DB = 5 : 4, then (triangle DEF)/(triangle CFB) =

In the adjacent figure, BC is a tangent to the circle with centre 'O'. OE bisects AP. prove that triangle AEO ~ triangle ABC .

In the adjacent figure DeltaABC, D is the midpoint of BC. DE_|_AB, DF_|_AC and DE = DF . Show that DeltaBED ~= Delta CFD .