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for-m-n-positive-integers-m-gt-n-prove-that-lcd-m-n-lcd-m-1-n-1-gt-2mn-m-n-

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Question Number 100677 by bobhans last updated on 28/Jun/20
for m,n positive integers m > n prove that lcd(m,n) + lcd(m+1,n+1) > ((2mn)/( (√(m−n))))
form,npositiveintegersm>nprovethatlcd(m,n)+lcd(m+1,n+1)>2mnm−n

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