For the remaining questions, use the base-e exponential function of the form Q = get where is the amount as a function o

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For The Remaining Questions Use The Base E Exponential Function Of The Form Q Get Where Is The Amount As A Function O 1 (34.25 KiB) Viewed 91 times

For the remaining questions, use the base-e exponential function of the form Q = get where is the amount as a function of time, a is the original amount, and k is the continuous growth rate (expressed as a decimal, not a percentage). In the initial stages of an epidemic, the number of infected people tends to increase exponentially. Assume that initially there are 10 infected people, and that the number is increasing at a continuous growth rate of 20% per day (i.e. k = 0.2). (a) About how many people will be infected after 1 week? (b) About how many people will be infected after one month? (c) If the epidemic has broken out in an isolated city fo two million people and nothing is done how long will be before a half the population is infected? Estimate your answer.