Let ABCD be a square and E be a point outside ABCD such that E,A,C are – InterviewSolution

1.	Let ABCD be a square and E be a point outside ABCD such that E,A,C are collinear in that order. Suppose EB=ED=√130 and the areas of triangle EAB and square ABCD are equal. Then the area of square ABCD is
Answer» Let $A B C D$ be a square and $E$ be a point outside $A B C D$ such that $E, A, C$ are collinear in that order. Suppose $E B = E D = \sqrt{130}$ and the areas of triangle $E A B$ and square $A B C D$ are equal. Then the area of square $A B C D$ is

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