Show that the product of four consecutive integers is a multiple 24. Let m, n be...

 

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Show that the product of four consecutive integers is a multiple 24. Let m, n be integers such that gcd (m, 4) = gcd(n, 4) = 2. Show that gcd(m+n, 4) = 4. Show that the product of four consecutive integers is a multiple 24. Let m, n be integers such that gcd (m, 4) = gcd(n, 4) = 2. Show that gcd(m+n, 4) = 4.

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Answer A To show that the product of four consecutive integers is a multiple of 24 we can express the four consecutive integers as n n1 n2 and n3 The ... View the full answer