A continuation from previous weeks. 1. A recent survey indicated that indicated that 80% of American COVID-19 patients only had mild symptoms. Suppose 15 Americans are selected at random. Use the binomcdf function, or, CrunchIT! to compute these probabilities. a) Compute the probability that at most 10 had mild symptoms. b) Compute the probability that less than 10 had mild symptoms. c) Compute the probability that more than 10 had mild symptoms. d) Compute the probability that at least 10 had mild symptoms. e) Compute the probability that between 6 and 10 (inclusive) had mild symptoms. f) Compute the probability that between 6 and 10 (exclusive) had mild symptoms. g) Now use your solutions from a) - f) to complete the following table. Do not focus on the specific case of n=15, p=.40. Instead, consider a general n & p. Desired outcome(s) Binomcdf entry, or, CrunchIT! for the general case of X~Bin(n,p) At most x More than x Less than x At least x Between x and y (inclusive) Between x and y (exclusive)