As x increases, the value of p(x) approaches a number that is y-int value of q(x) y- int of the function p is -2 (one more) the y-int of the function q
What choices there are, then I can answer more exactly
you need to draw the graph for [tex] { \frac{2}{5} }^{x} - 3[/tex] it doesn't need to be perfect but there are two things to keep in mind first: -3 lowers our graph by three points in the y axis second: in: [tex] { \frac{a}{b} }^{x} [/tex] the bigger a/b is the wider the graph is thereful our graph isn't that big. if you want a better mental picture think of it as the miniature version of q(x). now that we know how p(x) looks like lets answer the questions
