1. [2 points] True or False: The graph of a rational function can have both a Horizontal andOblique asymptote? If false, rewrite to make it a true statement. Determine whether the following functions are One-To-One (answer yes or no).DomainRange

One-to-One?----One-to-One?-----One-to-One? s] Use the given figure to find the following: f(5)= g \circ f(5)=

4. [3 points]. Rewrite the following product in simplified form with all real coefficients:(1,−1) (2-3 i)(2+3 i) Find the domain and any holes for the following rational function. R(x)=\frac{(x+3)(x+2)}{x^{2}-4} \text { 6. [3 points]. Given the following function of } y \text { with respect to } x, y=f(x)=x^{3}+3 x^{2}-20 determine whether x=2 is a real zero of the polynomial f(x). Show all work that leads to the final answer.