The population of a certain city is currently 60,000 people. Over the next five years, the population is projected to grow at a rate of 400 ( 1 + 72+ 24 people per year, where t is the number of years from now. Given that the anti-derivative of the growth rate for this particular mathematical model is P(t) = 400 In(t^2 + 24) + 400t + 58,729, by what number of people will the population grow over the next 5 years (rounded to the nearest whole number, to count the number of people)? 400. 1+- 2. 1 df = 2286 people 24+12 O P(0) - 400. 1+ 2. 1 dt = 60,000 - 2,286 = 57,714 people 24+1 2 O P(5) + P(0) = 62,286 + 60,000 = 122,286 people O P(5) = 62,286 people