Please help me with these questions. I don't need detailed explanations and calculations (just ABC) but if it is feasible, please post your draft!Please be careful, most of the time, experts give me many wrong answers (especially in Sta and Pro) Thanks so much

1 2 3 4 1 1 1 1 5 6 Use the following information to solve problems 8-16 The average pf the monthly mortgage payment is $982 for a population. The population standard deviation is $180, and the mortgage payments are approximately normally distributed 8. The probability that a randomly selected monthly mortgage payment is: More than $1000. a. 0.046 b. 0.4602 c. 0.5398 9. The probability that a randomly selected monthly mortgage payment is: Less than $1475 is; a. 0.0031 b. 0.03 c. 0.9969 10. The probability that a randomly selected monthly mortgage payment is between $800 and $1150 is: a. 0.6687 b. 0.069 c. 0.3313 11. The 90th percentile of the monthly mortgage payment is a 564 b. 982 c. 1213 12. The bottom 10% of mortgage holders pay monthly mortgage less than: a 751 b. 982 c. 1401 13. The lowest mortgage paid by the middle 50% is: a 564 b. 861 c. 1401 14. The highest mortgage paid by the middle 50% is: a 564 b. 861 c. 1103 15. The Z-score for a particular mortgage payment is 2. The actual mortgage payment is then: a. 360 b. 982 c. 1342 16. The probability of paying a monthly mortgage higher than that calculated in part 16 is ; a.0.01 b, 0.0228 c, 0.03 h (United States) [ Focus