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If the perimeter of a rhombus is 4a and the lengths of the diagonals are x and y, then its area is 

(a) a(x + y) 

(b) x2 + y2 

(c) xy 

(d) \(\frac12\)xy

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(d) \(\frac12\)xy

Area = \(\frac12\) × Product of diagonals = \(\frac12\)xy

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