Answer 3:
At the end of the first hour, there would be 5 amoebas from the first group and 53=15 amoebas from the second group, a total of 5+15 = 20 amoebas.
At the end of the second hour, there would be 55 = 25 amoebas from the first group and 153 = 45 amoebas from the second group, a total of 25+45 = 70 amoebas.
At the end of the third hour, there would be 5^3 = 125 amoebas from the first group and 453 = 135 amoebas from the second group, a total of 125+135 = 260 amoebas.
Answer 4:
Using the formula N = No eRt where N is the population, No is the initial population, R is the exponential growth rate, and t is the time in days.
N = 104 * e^(0.11714) = 1042.813 = 292.56, rounded to the nearest rabbit would be 293.
So, the population of rabbits after 14 days would be 293.