In ∆ABC and ∆DEF, we have: AB/DE = BC/EF = AC/DF = 5/7 , then ar(∆ABC) : ∆(DEF) = ? (a) 5 : 7 (b) 25 : 49 (c) 49 : 25 (d) 125 : 343
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B option is correct
Because these triangles are similar and in similar triangles by area ratio theorem ratio of area of similar triangles is equals to the ratio of corresponding sides
Or here ratio of sides is 5/7 ,so ratio of area of triangles is (5/7)^2
that is 25/49
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