Assume the rate at which the zombies spread is jointly proportional to the number of encounters between the infected and the people who are not infected yet. At the time, there are 300 students, faculty and staff on campus. When the government hears about the accident, they barricade the entire campus so no one can escape. After four hours, 20 people are infected. How many will be infected after ten hours if the T-virus started with a zombie?
Assume the rate at which the zombies spread is jointly proportional to the number of encounters between the infected and the people who are not infected yet. At the time, there are 300 students, faculty and staff on campus. When the government hears about the accident, they barricade the entire campus so no one can escape. After four hours, 20 people are infected. How many will be infected after ten hours if the T-virus started with a zombie?
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Assume the rate at which the zombies spread is jointly
proportional to the number of encounters between the
infected and the people who are not infected yet. At the
time, there are 300 students, faculty and staff on campus.
When the government hears about the accident, they
barricade the entire campus so no one can escape. After
four hours, 20 people are infected. How many will be
infected after ten hours if the T-virus started with a zombie?
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