" If "(AD)/(DB)=(3)/(4)" and "AC=15cm," find "AE

In Delta ABC , D and E are points on the sides AB and AC respectively such that DE||BC (i) If (AD)/(DB)=(3)/(4) and AC=15 cm find AE. (ii) If AD=8x-7, DB=5x-3, AE= 4x-3 and EC=3x - 1, find the value of x.

In a DeltaABC , if DE is parallel to BC, (AD)/(DB)=(3)/(4) and AC = 15 cm, then find the length AE.

D and E are points on the sides AB and AC respectively of a triangle ABC such that DE||BC (i) If AD=3.6cm , AB=10cm and AE=4.5cm, find EC and AC . (ii) If AB=13.3cm , AC=11.9cm and EC=5.1cm, " find AD (iii) If (AD)/(DB)=(4)/(7) and AC=6.6cm find AE (iv) If (AD)/(AB)=(8)/(15) and EC=3.5cm find AE

In figure, DE is parallel to BC. If (AD)/(DB)=2/3 and AC:= 18 cm find AE.

In DeltaABC , D and E are points on AB and AC respectively, such that DE||BC . If (AD)/(DB)=4/13 and AC = 20.4 cm, find AE.

In a given ABC,DEBC and (AD)/(DB)=(3)/(5)* If AC=5.6, find AE.

If DE||BC in triangleABC where D and E are points on AB and AC respectively. If (AD)/(DB) = 8/15 and EC = 3.5 cm , find AE.

In the given figure DE|\|BC ,If (AD)/(DB)=2/3 and AC=18 cm.then find AE.

In figure-2, DE||BC . If (AD)/(DB)=(3)/(2) and AE=2.7 cm then EC is equal to

In figure-2, DE||BC . If (AD)/(DB)=(3)/(2) and AE=2.7 cm then EC is equal to