A population of bacteria grows according to the formula where is the percentage growth rate and time is measured in hours. You should recognise the solution given that the differential of the function is times the function. The rate and hence Q1. Write the equation of the function (N) assuming that the number of bacteria is 1 unit at time t = 0. Q2. Plot and present a graph of this function over a period of just over 7+ days starting from day 0 (say, 0 to 180 hours). You don't need to actually draw it, paste a screenshot of desmos is fine Q3. What is the population after 72 hours, 168 hours and 288 hours? (The last value may not be visible on your graph) Verify the theoretical value calculated with the answers on your graph in Q2