In the triangle ABC C,D,E,F are the midpoints of the sides AB,BC and CA respectively area of traingle ABC=64 cm^2 then area of traingle DEF is
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Hence, the ratio of the areas of ∆DEF and ∆ABC is 1 : 4
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triangles dbe , def , fec and adf are congurent therefore triangle abc = dbe+def+fec+adf
abc= 4def (.°. dbe= def =fec =adf)
1/4 abc= def
1/4×64 = def
16 cm ²= def
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