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Let ABCD be a square and E be a point outside such that are 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? for Class 11 2024 is part of Class 11 preparation. The Question and answers have been prepared
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Let ABCD be a square and E be a point outside such that are 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?, a detailed solution for Let ABCD be a square and E be a point outside such that are 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? has been provided alongside types of Let ABCD be a square and E be a point outside such that are 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? theory, EduRev gives you an
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