Topic :Advanced Counting Techniques: Applications of Recurrence Relations and Solving Linear Recurrence Relations

6. Suppose with the new H3N2 influenza virus strain, a person newly infected in Week 0 will produce 4 people newly infected in Week 1, produce 1 other newly infected person in Week 2, and not be contagious in Week 3 or after. function of weeks. (b) Suppose that one newly infected person arrives at University of Washing- ton on Week 0. Solve for the number of newly infected people for each Week n. (c) How many people will be newly infected with the flu on Week 8? 6. Suppose with the new H3N2 influenza virus strain, a person newly infected in Week 0 will produce 4 people newly infected in Week 1, produce 1 other newly infected person in Week 2, and not be contagious in Week 3 or after. function of weeks. (b) Suppose that one newly infected person arrives at University of Washing- ton on Week 0. Solve for the number of newly infected people for each Week n. (c) How many people will be newly infected with the flu on Week 8