Answer:
The graph in the middle is the one representing [tex]y=e^x-2[/tex]
Step-by-step explanation:
Notice that the graph of [tex]y=e^x[/tex] is an exponential form that approaches zero when x approaches negative infinity, and grows to large positive values as x becomes larger. In fact, the very first graph is the oe representing such.
The graph of [tex]y=e^x-2[/tex] on the other hand, should be a vertical translation of the previously mentioned exponential graph, that moves the entire graph down exactly two units. SO it is the middle graph the one that shows this behavior.
