Let \(n\) be a positive integer. How many different values can \(gcd(n+5,n+11)\) attain?
I see a total of 4 as follows: When n=1, the GCD=6 When n=2, the GCD=1 When n=3, the GCD=2 When n=4, the GCD=3 And this pattern repeats after n = 7