# Question #19aa1

Oct 6, 2017

-3

#### Explanation:

First, simplify $g \left(x\right)$.

$g \left(x\right) = - 4 + 1 = - 3$

Remember, range simply means what values of $g \left(x\right)$ can be obtained at a set interval. If you were to graph this function, it would simply be a straight line parallel to the x-axis. So logically, the only values of $g \left(x\right)$ obtained by this graph would be $- 3$. In other words, no matter what value you plug in for x, you would get a $g \left(x\right)$ of $- 3$.

So the range, regardless of the set interval (in this example) would be $- 3$.