Question

Graphing Logarithmic Functions

Answer 1

(a). You should know that your graph is of the function: \[10^x\] or similarly,: \[e^x\] Using the points given on the graph, you can figure out which one it is.
(b). y = x is just a line, It's the same thing as 1x. And you should know what the graph of a line ilooks like (remember y = mx+b, where m = slope, and b = y-value). Since you have y = x, that must mean that you have a y-value of 0, which means that the line stays at the origin and doesnt shift anywhere on the graph.
(c). the inverse is plugging y for x and solving for y. Your graph should be the opposite of (a.)