We ask you to show where you need help, rather than just implying you want us to do it all. I'll suppose that you can't even start.
I'll do one point for you, so you can see how to do it:
The easiest thing to do is just to recognize what
transformation is represented by
replacing x with 2x. (For that, read
section 2.6 in your book!)
It's also helpful to give a name to the function you're graphing; let's say
g(x) = f(2x).
But if you haven't seen that, you can look at each point. The rightmost point, (4,0), tells you that
f(4) = 0. Then what value of x would make f(2x) be f(4)? That would be when x=2, right? So
g(2) will be 0, since g(2) = f(2*2) = f(4) = 0.
Plot the point (2, 0):
Then repeat for other points, even the one with an open dot, because that means the graph
approaches that point. Finally, draw the lines.
And then think about what you have done to the original graph, so you can think in terms of transformations next time.