On a college campus of 3000 students, the spread of flu virus through the student is modeled by (t)=(3000)/(1+1999e^(-t)), where P is the number of students infected after t days. Will all students on the campus be infected with flu? After how many days is the virus spreading the fastest?
On a college campus of 3000 students, the spread of flu virus through the student is modeled by (t)=(3000)/(1+1999e^(-t)), where P is the number of students infected after t days. Will all students on the campus be infected with flu? After how many days is the virus spreading the fastest?
Chapter10: Exponential And Logarithmic Functions
Section: Chapter Questions
Problem 444RE: Researchers recorded that a certain bacteria population grew from 100 to 300 in 8 hours. At this...
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On a college campus of 3000 students, the spread of flu virus through the student is modeled by (t)=(3000)/(1+1999e^(-t)), where P is the number of students infected after t days. Will all students on the campus be infected with flu? After how many days is the virus spreading the fastest?
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