An Influenza Epidemic Spreads At A Rate Proportional To The Product Of The Number Of People In-fected And The Number Not Yet Infected. Assume That 100 People Are Infected At The Beginning Of The Epidemic In A Community Of20,000 People, And 400 Are Infected 10 Days Later. A. Write An Equation For The Number Of People Infected, Y, Af-ter T Days. B. When Will Half The Community Be Infected?

An influenza epidemic spreads at a rate proportional to the product of the number of people in-fected and the number not yet infected. Assume that 100 people are infected at the beginning of the epidemic in a community of20,000 people, and 400 are infected 10 days later. a. Write an equation for the number of people infected, y, af-ter t days. b. When will half the community be infected?

- November 14, 2022 - Edwin Tunner

An influenza epidemic spreads at a

rate proportional to the product of the number of people in-
fected and the number not yet infected. Assume that 100 people

are infected at the beginning of the epidemic in a community of
20,000 people, and 400 are infected 10 days later.

a. Write an equation for the number of people infected, y, af-
ter t days.

b. When will half the community be infected?

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