1. Let f(x) = x2_2. 2x a. Find the x and y intercepts off (3 pts.) b. Find the asymptote/s of f. (3 pts.) (Explicitly state the reason why an asymptote does not exist if it does not exist.) c. What is the domain of f, DU")? (1pt.) d. Provide a table of values containing at least 6 values of x and their corresponding images, f(x). (6 pts.) e. Plot the points you've obtained and graph f. (3 pts.) f. What is the range off, RU)? (1pt.) 2. Consider a function f(x) = % where p and q are polynomial functions and q(x) is not the zero polynomial. Let m