Final answer:
The last part of the question about describing the domain and range of function g refers to identifying the set of all possible input (domain) and output (range) values that the function can assume.
Step-by-step explanation:
The last part of the question, "Describe the domain and range of g," refers to identifying the set of possible input values (domain) for the function g and the set of possible output values (range) that the function can produce. The domain typically represents all the x-values for which the function is defined, while the range represents all the y-values that the function can take on as a result of the domain. For example, if g(x) is defined for all real numbers, then its domain is all real numbers. The range moves in correspondence with the values that g(x) can return. This does not involve explaining the entire graph of function g, finding its derivative, comparing g to another function, or evaluating the limit of g at a specific point, which are different matters entirely.