11. Simran chose to take her high school classes online for a semester during the CUR-'11} 19 pandemic. While at home. she decided to track the number of active cases in Alberta bimonthly= between September lFt and December In Below is the data she collected. m Time dine-nth =afterS-t-1 _ _ _ a. Determine the equation of the exponential regression function. in the form C = of): 1 that models the number of conrmed cases, C, as a function of time, t. Round :1 and E:- to the nearest hundredth. (1 mark) b. If no measures were taken to decrease the spread of COVE19, use the exponential regression equation to determine approximately when Alberta would theoretically have 150 active cases. Show or explain how you found the answer for ill marks. (2 marks} c. Determine the equation of the logarithmic regression function I = n + i} EEC , that models time, t, as a function of conrmed cases, C. Round a and E:- to the nearest hundredth. (I mark) d. Use the logarithmic regression equation to determine approximately when Alberta would theorecnfb' have 613 Hill) active cases if no measures were taken to decrease the spread of COVE19. Show or explain how you found the answer for full marks. (2 marks)