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12. If a < b < c < d < e are consecutive positive integers, such that b + c + d is a perfect square and a + b + c + d + e is a perfect cube. The smallest possible value of c is (i) 675 (ii) 576 (iii) 475 (iv) 384

Answer» 12. If a < b < c < d < e are consecutive positive integers, such that b + c + d is a perfect square and a + b + c + d + e is a perfect cube. The smallest possible value of c is (i) 675 (ii) 576 (iii) 475 (iv) 384


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