ratio of aera of trapezium DECB by aera of triangle ABC
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∆ ADE is similar to ∆ ABC (AAA crieterian)
So, ar(ADE)/ar(ABC) =
sq.of(AD)/sq of AB = (2x2)/(5x5)
= 4/25
Now let ar(ADE) = 4x
ar(ABC) = 25x
so, ar(trapezium DECB) = 25x - 4x
= 21x
ar(trapezium DECB)/ar(ABC)
= 21x/25x = 21/25
Hence the required ratio 21:25 (Ans)
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