#### Answer

a) The graph is on the figure below.
b)
1) The slope represents how much the number of spaces rented decrease when the price increases by $\$1$.
2) The $y$ intercept represents the number of spaces rented when they are free (the price $x=0$).
3) The $x$ intercept represents how much you have to charge so that you rent none of the spaces ($y=0$).

#### Work Step by Step

We will sketch this graph using that
1) for $y=0$:
$$200-4x=0\Rightarrow 4x=200\Rightarrow x=50,$$
so it intercepts $x$ axis at $x=50$;
2) for $x=0$:
$$y=200-4\times0=200$$
so it intercepts the $y$ axis at $y=200.$
Just connect those two points to get the graph but the line should not leave the first quadrant since both $x$ and $y$ are positive. This graph is shown on the figure below.