An auto insurance company classifies its customers in three categories: poor, satisfactory, and preferred. Each year, 35% of those in the poor category are moved to satisfactory and 20% of those in the satisfactory category are moved to preferred. Also, 20% in the preferred category are moved to the satisfactory category, and 20% of those in the satisfactory category are moved to the poor category. Customers are never moved from poor to preferred, or conversely, in a single year. Assuming these percentages remain valid over a long period of time, how many customers can the company expect to have in each category in the long run? SIED

Q: 2. (Section 17.6) Evaluate Jy²ds where S is the part of z = 3 + y inside a² +y² = 9. S

A: We have to find ∫S∫y2ds where S is the part of z = 3 + y inside x2 + y2 = 9

Q: 18. -5

A:

Q: Fire size (km²) 100 150 200 09 50 a) human 1 2 3 4 5 Day since fire start 09 200 50 b) lightning 100…

A: In a boxplot, the median is represented by the dark, centre line inside the box. Looking at the…

Q: Can you please help with parts v & vi, thank you

A: (a) (V)   Obtain the probability of P(S and W)   The probability of P(S and W) is obtained below as…

Q: A nurse mixes 70 cc of a 60% saline solution with a 30% saline solution to produce a 44% saline…

A: Solution..

Q: 8. Refer to Example 50.9 for Exercise 8. Exercise 8: What is the order of G(Q(VZ, iv3)/Q)?

A:

Q: Point A(7, 17); Point B(19, 2) 20 19 18 17 16 15 14 13 12 11 10 9. 8. 6. 4 1 01234 5 67 8910 11 12…

A:

Q: b. 14, 20

A: