Question

9. Rosa's main opponent, a Hawk named Frederick Spruce from the Alliance of Free Predators Party (AFP), argues that the NAR goes against nature. On election day, Frederick hatches a plot to replace ballots for Rosa with ballots for him. Assume an 9 hour voting period (i) If Frederick's total vote gain rate is h(x) = 2x² +9+ sin(72) +23 votes per hour (this includes his ballot switching), how many votes will Frederick have at the end of the day? (ii) If Rosa gains votes at a rate of f(x) = Vr votes per hour and Frederick can replace her votes at a rate of g(x) = 3.2 votes per hour, who has the most votes at the end of the day?

Answer 1

Ans given g hours Voting period = g 9 (i) 'frederick's total vote gain rate is h(x) = 2x² + girsin (TX) +23 Fredericks's total votes at the end of the day (n(x)) da (2x2+gr sin persa) +-23) dx - [ord; +994-c6.(x)) +23x) = [?(83)-9 605 95+23 (0)] – [0-9 +o] 2) + 9 + 207 +9 - 486+ 9 +207 +9 ㄷ 711