Question 2 1 pts A customer service representative has a target of resolving an issue in under 4 mins. They achieve their target for 90% of issues. In a shift, they handle 110 independent issues. What is the probability that, in one shift, they will achieve their target for fewer than 96 issues? Answer as a probability {between 0 and 1] to four decimal places. Question 3 1.5 pts In a simple random sample of 150 Canadians, it is found that 58 have tested positive for COVID at some point. Calculate the three components of a 90% confidence interval for the proportion of Canadians who have tested positive for COVID. Give answers to four decimal places. Only round at the final step for each calculation. sample proportion +/- (critical value)X(standard error) + / - X