Oct 7, 2013 Thread starter #1 W WannaBe New member Oct 4, 2013 11 every integer is a product of two integers. My Solution: ∀ n,o,p E Z, n = o*p E Z Is this correct?
Oct 7, 2013 Admin #2 Klaas van Aarsen MHB Seeker Staff member Mar 5, 2012 9,004 WannaBe said: every integer is a product of two integers. My Solution: ∀ n,o,p E Z, n = o*p E Z Is this correct? Click to expand... Hi WannaBe, welcome to MHB! Let's see... Your solution reads in English: for all integers n, o, p holds that n is equal to o times p, which is an integer. Suppose we pick n=2, o=2, p=2, which satisfies the condition that they are integers. Can we say that n = o * p?
WannaBe said: every integer is a product of two integers. My Solution: ∀ n,o,p E Z, n = o*p E Z Is this correct? Click to expand... Hi WannaBe, welcome to MHB! Let's see... Your solution reads in English: for all integers n, o, p holds that n is equal to o times p, which is an integer. Suppose we pick n=2, o=2, p=2, which satisfies the condition that they are integers. Can we say that n = o * p?