- #1
sigh1342
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the question is , if f(n)= 1+10+10^2 +... + 10^n , where n is integer.
find the least n s.t. f(n) is divisible by 17 , I have no idea about it.
find the least n s.t. f(n) is divisible by 17 , I have no idea about it.
sigh1342 said:the question is , if f(n)= 1+10+10^2 +... + 10^n , where n is integer.
find the least n s.t. f(n) is divisible by 17 , I have no idea about it.
The equation for f(n) is 1+10+10^2+...+10^n, where n is the exponent.
The variable n represents the exponent in the equation. It determines the number of terms in the series.
The pattern in the series is that each term is 10 times greater than the previous term.
The relationship between n and the sum of the series is exponential. As n increases, the sum of the series increases at a faster rate.
The limit of the series as n approaches infinity is infinity. This means that the sum of the series will continue to increase without bound as n increases.