1.

ABCD is square of side `4` cm. If E is point in the interior of the square such that `Delta CED` is equilateral, then find the area of `Delta ACE` in `cm^2`A. `2(sqrt(3)-1)`B. `4(sqrt(3)-1)`C. `6(sqrt(3)-1)`D. `8(sqrt(3)-1)`

Answer» Correct Answer - B
(i) Draw the figure according to the data and draw `bar(EF)||bar(CD).`
(ii) Area of `triangle ACE=` Area of the triangle ABC `-{"Area of " triangle ECD +"Area of " ABED}`.


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