what is the domain ?what is the range?where is the graph bounded?where is the symmetry?

We are given the graph of an equation, we are asked the following questions about that graph:
1. What is the domain?. The domain of a function is the set of values of the variable "x" that have a corresponding value f(x) in the function. In this case, the values of "x" are from -4 to 5, therefore, the domain is:
[tex]\text{Dom}=\lbrace x\parallel-42. What is the range?. The range of a function is the values of the y-variable function takes. In this case, the graph shows us that "y" takes values from y =-3 to infinity, this can be written mathematically as:[tex]\text{Range}=\mleft\lbrace y\parallel y\ge-3\mright\rbrace[/tex]3. Where is the graph bounded?. The graph has a lower bound at y = -3 since no value of f(x) is smaller than -3
4. Where is the symmetry? This particular graph has no symmetry.