The population of India was estimated to be 574,220,000in 1974 and 746,388,000 in 1984. Assume that this population growth isexponential. Let t=0 represent 1974 and t=10 represent 1984. 1.Use the exponential growth function, P(t)=P0ekt, to find the value ofk. Then write a function for this population of bacteria in terms of time, t.Round the value ofktothe nearest hundredth.
2.How many bacteria will the population consist of after 12 hours, rounded to the nearest hundred thousand?
3.How many bacteria will the population consist of after 24 hours?