Suppose the population of a city, measured in thousands of people, is observed to be the following: \table[[Day,Population (thousands)],[1950,90],[2000,340]] (a) Create a linear model to predict city's population
t
years after the the year 1950. (b) Use your linear model to predict the year when the population will reach 400 thousand people. (c) Create a linear model to predict the city's population
t
years after the year 2000 . (d) Does your model in part (c) predict the population will reach 400 thousand in the same year as the year predicted in part (b)? (e) Create a linear model to predict the city's population
t
years after the year from in part (b).