ABC is atriangle .D is a point on AB such that AD=1/4AB and E is a point on AC such that AE =1/4AC .If DE=2cm then find B C
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Step-by-step explanation:
Given that, in a ∆ABC,
D is a point on AB and AD=1/4AB
E is a point on AC and AE=1/4AC
DE=2cm
let F is midpoint of AB and G is a midpoint of AC
by midpoint theorem,In ∆AFG,D,E are mid points and AD=1/2AF
AE=1/2AG
If DE=2cm then FG =2×DE
=2×2
=4cm
Now,in∆ABC,F,G are midpoints of AB and AC respectively
if FG=4cm,BC=2×FG
BC=2×4
BC=8cm.
- Therefore,BC of ∆ABC=8cm
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