In the given figure de is parallel to bc and ad equal to 1 cm bd equal to 2cm .what is the ratio
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Heya....
Here's your answer...
Since DE || BC, by Thales theorem AD/DB = AE/EC Therefore, both AD/DB and AE/EC = 1: 2 So AD:AB = 1:3 or AB:AD = 3:1
The triangles are similar by SAS axiom. Hence the areas of the triangles are in the ratio of squares of corresponding sides.
Therefore, the ratio of area of Δ ABC to the area of Δ ADE = 3^2:1^2 = 9:1.
Thanks...!!!
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Sorry baby 'wink'
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