Why multiplication of 4 consecutive natural numbers+1 is always a perfect square

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Will Product of 4 Consecutive Numbers Plus 1 be a Perfect Square Justify Your Answer Challenge Q Will Product of 4 Consecutive Numbers Plus 1 be a Perfect Square Justify Your Answer Challenge Q
The product of four consecutive integers is 1 less than a perfect square The product of four consecutive integers is 1 less than a perfect square
Prove that the product of four consecutive natural numbers plus one is a Perfect Square Prove that the product of four consecutive natural numbers plus one is a Perfect Square
Proof Product of 4 consecutive natural numbers plus 1 equals a perfect square! Proof Product of 4 consecutive natural numbers plus 1 equals a perfect square!
Prove that the product of four consecutive numbers can never be a perfect square - Maths proof Prove that the product of four consecutive numbers can never be a perfect square - Maths proof
Product of 4 consecutive numbers is always 1 less than a perfect square Product of 4 consecutive numbers is always 1 less than a perfect square
Prove that the product of four consecutive natural numbers is one less than a perfect square. Prove that the product of four consecutive natural numbers is one less than a perfect square.
This is only for consecutive perfect squares This is only for consecutive perfect squares