Identify the inverse of the function f(n)=n−11f(n) = n - 11f(n)=n−11.
f−1(n)=11−nf^{-1}(n) = 11 - nf−1(n)=11−n
f−1(n)=−n−11f^{-1}(n) = -n - 11f−1(n)=−n−11
f−1(n)=n+11f^{-1}(n) = n + 11f−1(n)=n+11
f−1(n)=n11f^{-1}(n) = \frac{n}{11}f−1(n)=11n