#### Answer

The graph represents a function.
(a)
domain: $(0, 3)$
range: $(-\infty, 2)$
(b)
x-intercept: $1$
y-intercept: none
(c)
The graph is not symmetric.

#### Work Step by Step

The graph passes the vertical line test since all vertical lines will pass through the graph at a maximum of one point only.
Thus, the graph represents a function.
(a)
The graph covers the x-values between $0$ and $3$, but not including $0$ and $3$.
Thus, the domain is $(0, 3)$.
The graph covers the y-values that are less than $2$.
Thus, the range is $(-\infty, 2)$.
(b)
The graph crosses the x-axis at $(0, 1)$.
Thus, the x-intercept is: $1$.
The graph is asymptotic as it approaches the y-axis, so it has no y-intercept.
(c)
The graph is not symmetric.