- $\blue f$ is a function defined on all real numbers. Its formula is given below.
- $\pink g$ is a function defined on all integers between $-3$ and $3$ (inclusive). Its values are given in the table below.
- $\green h$ is a function defined on all real numbers. Its graph is given below.
Each function has a *maximum* value, which is its *greatest* possible output.
**The *maximum* value of which function is the *lowest* ?**
[[☃ radio 1]]
$\large{\blue{f(x)} = -x^2 +6x -1}$
$x$|$-3$|$-2$|$-1$|$~~0$|$~~1$|$~~2$|$3$
:-:|-:|-:|-:|-:|-:|-:|-:
$\pink{g(x)}$|$-4$|$1$|$4$|$5$|$4$|$1$|$-4$
