In ΔABC, and . Points D and E are on and such that with . Points F and G are also on…

MATHEMATICS · Multi-part · CBSE · Mathematics · Triangles · Triangles

Problem

In ΔABC, AB=15 cmAB=15\,\text{cm} and AC=25 cmAC=25\,\text{cm}. Points D and E are on ABAB and ACAC such that DE∥BCDE\parallel BC with AD=9 cmAD=9\,\text{cm}. Points F and G are also on ABAB and ACAC respectively, nearer to A, such that FG∥BCFG\parallel BC and AF=6 cmAF=6\,\text{cm}. (i) Find AEAE. (ii) Find AGAG.

Related theory

Browse the problem library