Question: Please, make sure your answer clear Q1) i) A test was conducted on 120 students who are doing lectures online. It is known that students

Please, make sure your answer clear
Q1) i) A test was conducted on 120 students who are doing lectures online. It is known that students often attend lectures on time. If the average number of students who attend lectures on time they are BB%, with a standard deviation of 5%. So what is the chance of students taking lectures on time between AA% and CC%. In this question, the AA range is 71 to 79, BB is 81 to 89, CC is 91 to 99. (Choose AA, BB and CC values randomly based on the range of values, and you are not allowed to choose the same value for the 3 variables) ii) The results of data collection on students who do lectures online, it is found that AA% of community members are analog moba players. If a random sample of people is taken, then what is the probability that from that person's BB, at least CC is an analog moba player? In this question, the AA range is 11 to 29, BB is 1000 to 2000, CC is 201 to 299. (Choose AA, BB and CC values randomly based on the range of values, and you are not allowed to choose the same value for the 3 variables) Q1) i) A test was conducted on 120 students who are doing lectures online. It is known that students often attend lectures on time. If the average number of students who attend lectures on time they are BB%, with a standard deviation of 5%. So what is the chance of students taking lectures on time between AA% and CC%. In this question, the AA range is 71 to 79, BB is 81 to 89, CC is 91 to 99. (Choose AA, BB and CC values randomly based on the range of values, and you are not allowed to choose the same value for the 3 variables) ii) The results of data collection on students who do lectures online, it is found that AA% of community members are analog moba players. If a random sample of people is taken, then what is the probability that from that person's BB, at least CC is an analog moba player? In this question, the AA range is 11 to 29, BB is 1000 to 2000, CC is 201 to 299. (Choose AA, BB and CC values randomly based on the range of values, and you are not allowed to choose the same value for the 3 variables)Step by Step Solution
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