Discrete Math help?! Topic: Sequences...and the finite set is I (sub 0) not 10!! Results are not supposed to be realistic!

Assume a finite set lo with 2o = I lol. This set represents a group of people infected by a new virus. Each infected person comes in contact with an average number E of uninfected people. Here assume E - 17. A certain percentage p of these contacts become infected. Here assume p = 19%. 1. [0.5 points] How many people will become infected on the average) by one infected person? (Don't round the result!) 2.[0.5 points] What is a ? (The number of people infected one day later, round here to the next integer -- we don't infect 0.23 people!) 3. (1 point) Give a closed formula for an (Don't round here - rounding issues will become less noticeable with large numbers) 4. [1 point] Classify the sequence (a) as arithmetic, geometric, both neither. 5. (1 point] Compute a 30 (the number of people infected after around one month). 6. You have just discovered the basic mechanism of "exponential growth You have also discovered (just by looking at the value of aso) that that's very definitely not going to happen [1 point] Give at least two reasons why this growth is not realistic. 7. [1 point] Compute ago assuming E-6 (and p unchanged) It's still terrible don't get me wrong...) Assume a finite set lo with 2o = I lol. This set represents a group of people infected by a new virus. Each infected person comes in contact with an average number E of uninfected people. Here assume E - 17. A certain percentage p of these contacts become infected. Here assume p = 19%. 1. [0.5 points] How many people will become infected on the average) by one infected person? (Don't round the result!) 2.[0.5 points] What is a ? (The number of people infected one day later, round here to the next integer -- we don't infect 0.23 people!) 3. (1 point) Give a closed formula for an (Don't round here - rounding issues will become less noticeable with large numbers) 4. [1 point] Classify the sequence (a) as arithmetic, geometric, both neither. 5. (1 point] Compute a 30 (the number of people infected after around one month). 6. You have just discovered the basic mechanism of "exponential growth You have also discovered (just by looking at the value of aso) that that's very definitely not going to happen [1 point] Give at least two reasons why this growth is not realistic. 7. [1 point] Compute ago assuming E-6 (and p unchanged) It's still terrible don't get me wrong...)