1. In a school of 400 students, with days contagious of 10, if the simulation starts with one infected person, how many school days would it take to infect about half the students?

2. Infected students can spread the virus 14 days before they begin to feel ill. In a school
of 400 students, with days contagious of 14, if the simulation starts with one infected person, how many school days would it take to infect about half the students?

3. What other parameters might slow or speed up the spread of the virus in school?

4. In a small community of 900 people, with days contagious of 14, if the simulation starts
with one infected person, what percentage of the population will eventually become
infected over time? How do you know?

5. Describe how you can change the parameters so that approximately 50% of the
population is eventually infected.

6. How can social distancing help to flatten the curve so that the number of people infected
is less than 20%? What other factors could influence the chance of contracting the
virus?