tomasccarvalho
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- Dec 19, 2015
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Need help with proving there exists N s.t. any integer n >= N can be represented...
Show that there is an integer N such that: any integer n bigger or equal to N can be represented as n= a1+a2+a3+a4+...+a73
where a1,a2,a3...a73 are integers, a1 is smaller than a2, a2 than a3, and so on and a1 divides a2, a2 divides a3 and so on.
NOTE: a divides b means b is divisible by a
Please, help me.
Show that there is an integer N such that: any integer n bigger or equal to N can be represented as n= a1+a2+a3+a4+...+a73
where a1,a2,a3...a73 are integers, a1 is smaller than a2, a2 than a3, and so on and a1 divides a2, a2 divides a3 and so on.
NOTE: a divides b means b is divisible by a
Please, help me.