$\blue f$ is a function defined on non-negative integers. A verbal definition of $\blue f$ is given below.
$\pink g$ is a function defined on all real numbers. Its graph in the range $-10\leq x \leq 10$ is given below. Suppose the trend suggested by the graph's edges continues.
**Which of the features are shared by $\blue{f(x)}$ and $\pink{g(x)}$?**
[[☃ radio 1]]
$\large{\text{Definition for } \blue f}$
- If the remainder of $x$ divided by $3$ is $\red0$, then $\blue{f(x)}=11$.
- If the remainder of $x$ divided by $3$ is $\red1$, then $\blue{f(x)}=-7$.
- If the remainder of $x$ divided by $3$ is $\red2$, then $\blue{f(x)}=2$.
