Multiple Choice 15. For the years 2014 to 2018, the company recognized losses in its asset portfolio of $ 550,000, $ 700,000, $ 600,000, 650,000, and $475,000 respectively. The probability that events like these will occur is 18%, 24%, 20%, 22% and 16% respectively. So, the expected loss of the portfolio would be (round to the next thousand) Select one: to $ 550,000 b. $ 683,000 c. $ 600,000 d. $ 606,000 16. Assuming the data from the previous problem, the average loss would be (round to the next thousand) Select one: to $ 550,000 b. $ 600,000 c. $ 606,000 d. $ 683,000 17. Assuming the data from question 15, the least expected loss would be (round to the next thousand) Select one: to. $ 550,000 b. $ 530,000 c. $ 529,000 d. $ 520,000 18. If in Exercise 15 the probability is the same for each of the events, then the expected loss Select one: to. it would be greater than in exercise 17. b. it would be less than in exercise 17. c. it would be the same as in exercise 17. d. it cannot be calculated. 19. Taking into account the data from exercise 18, the range (dispersion) of the expected loss would be between (round to the next thousand). Select one: to. $ 657,000 - $ 673,000 b. $ 660,000 - $ 775,000 c. $ 660,000 - $ 665,000 d. $ 517,000 - $ 673,000 20. Considering the approach of exercise 18, the dispersion is (round to the next thousand) Select one: to. $ 78,000 b. $ 70,000 c. $ 65,000 d. $ 62,000