The graph of [tex] f(x) [/tex] is a straight line, so it is a linear function.
The graph of [tex] g(x) [/tex] has the same shape of the graph of [tex] y=e^x [/tex] (for example), so it is an exponential function.
Answer:
f(x) is linear
g(x) is exponential
Step-by-step explanation:
exponential -> It is a graph of half curve
quadratic -> it is a graph of a U shaped curve
cubic -> it is a graph of a full curve that goes top and bottom
linear -> It is a graph of a line
In the give graph f(x) is a line graph , so it is Linear
The graph g(x) is a curve that goes at the top not at the bottom. Its like a half curve. so it is an exponential
