Answer
a) Slope: 0
b) Average rate of change: 0
c) See graph
d) $G$ is constant
Work Step by Step
We are given the function:
$G(x)=4$
a) Determine the slope of the function, using the standard form y=mx+b:
m=0
Determine the y-intercept:
b=4
b) Determine the average rate of change:
Δy/Δx=m=0
c) Determine the x-intercepts:
$y=0⇒4=0$
Therefore there are no $x$-intercepts.
Graph the function.
d) As the slope is parallel to the $x$-axis, the function is constant.
