Instructions: (i) Build as few functions as possible to satisfy each constraint at least once. You cannot use piecewise functions. (ii) Your functions must be represented using equations (not with a graph). You are encouraged to use Desmos to plan your ideas. A. The domain is NOT XER Is increasing on the interval (-00, 1) *Note: The interval can extend after 1 (e.g. (-00, 3))- Has a horizontal asymptote of y = 3 Has an absolute maxil'num in quadrant I Has a point of inection at X = 2 F. Has no negative X-intercepts (1, 00)) I Has a point Where f'(x) : 0, which is J. The limit as X approaches -4 from both the NOT a local (or absolute) maximum or left and ght 13 00 G Has a local minimum in quadrant IV H. Is concave down when x > 3 *Note: This can also be an absolute min. *Note: The interval can start before 3 (e. g. minimum