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For a group of individuals all age r, you are given: (i) 30% are smokers and...
A mortality study is conducted on 12 individuals of age x initially You are given: (i)In addition to the 12 individuals...
A mortality study is conducted on 12 individuals of age x initially You are given: (i)In addition to the 12 individuals of age x, one individual apiece enters the study at ages x0.4, x 0.8 and x1.0 (ii One individual leaves the study alive at age x +1.2 (ii One individual leaves the study alive at age x+1.4 (iv) One death apiece occurs at ages x+ 0.3, x+1.3, andx+ 1.6 (v) Two deaths occur at age x+ 0.5 The duration...
Problem 7. (10 pts) The insurance company has a cohort of policyholders, 70% of whom are...
Problem 7. (10 pts) The insurance company has a cohort of policyholders, 70% of whom are non-smokers and 30% of whom are smokers. For the fixed age x, the insurance company's model for mortality has ONS = ONS = 0.15 (non-smoker) and q = = 0.25 (smoker). (a). A policyholder is chosen at random from the cohort. Compute 19 and qx+1 for this poli- cyholder (b). Suppose that both non-smoker and smoker mortality follow UDD in each year of age....
In a firm there are 3 sales group according to the regions: Group I, Group II,...
In a firm there are 3 sales group according to the regions: Group I, Group II, and Group III. There are 100 sales consultant in this firm. There are 34 sales consultant in Group I, 29 in Group II, and 30 in Group III. There are 12 consultants that are in both Group I and Group II, 18 that are in both Group I and Group III, and 8 are in both Group II and Group III. In addition, there...
In a population initially consisting of 75% females and 25% males, you are given: i. For...
In a population initially consisting of 75% females and 25% males, you are given: i. For a female, the force of mortality is constant and equals μ. ii. For a male, the force of mortality is constant and equals 1.5μ. iii. At the end of 20 years, the population consists of 85% females and 15% males. Answer the following questions, a. Derive an expression in terms of μ of the probability that a female survives 20 years. b. Calculate the...
Question 4 A person, age 80, purchases a whole life insurance policy of 100,000. You are...
Question 4 A person, age 80, purchases a whole life insurance policy of 100,000. You are given: (i) The policy is priced with a select period of one year. (ii) The select mortality rate equals 80% of the mortality rate from the Standard Ul- timate Life Table. (ii) Ultimate mortality follows the Standard Ultimate Life Table. (iv) i = 0.05 Calculate the actuarial present value of the death benefits for this insurance. (Answer: 59,050.81)
ei0 : 0 E R} be the group of all complex numbers on the unit circle...
ei0 : 0 E R} be the group of all complex numbers on the unit circle under multiplication. Let ø : R -> U 1. (30) Let R be the group of real numbers under addition, and let U be the map given by e2Tir (r) (i) Prove that d is a homomorphism of groups (ii) Find the kernel of ø. (Don't just write down the definition. You need to describe explicit subset of R.) an real number r for...
You are given the following: 3 (1000 r 100) I. The annual loss amount random variable...
You are given the following: 3 (1000 r 100) I. The annual loss amount random variable is given by f r r) II. The insurance coverage has a deductible of D. III. The insurer's expected annual payment is 12.5. Find D
Given the following information, i) develop a pedigree, ii) give the possible genotypes of all individuals,...
Given the following information, i) develop a pedigree, ii) give the possible genotypes of all individuals, iii) define the inheritance type, and iv) the recurrence risk that future offspring in generation III will have the disease.show work (i.e. Punnett's squares or other) especially Information:Bill has a genetic disease. He has three siblings, Ralph, Susan and Diane that do not have the disease. Bill’s parents, William and Chloe, do not have the disease. Chloe has two sisters Alice and Denise and...
Which of the following compounds would you expect to be antiaromatic? (i) cyclooctatetraene (ii) 1,3-cyclooctadiene (iii) cyclooctatetraenyl dianion (iv)
Which of the following compounds would you expect to be antiaromatic? (i) cyclooctatetraene (ii) 1,3-cyclooctadiene (iii) cyclooctatetraenyl dianion (iv) 1-ethenylcyclooctatetraene (v) 1,3,5,7-octatetraene Select one: a. i only b. i, ii, iv and v only c. iii only d. i and iv only e. all the above From my working I found i, ii, iv, and v to be non aromatic and iii to be aromatic. Is non aromatic the same as antiaromatic?
Need help with this question. Thank you :) (6) (a) Consider the following graph P R...
Need help with this question. Thank you :)
(6) (a) Consider the following graph P R U T (i) What are the degrees of the vertices in the graph? (ii) Does the graph have a closed Euler trail? If so, give an example of a closed Euler trail in the graph. If not, explain why no closed Euler trail exists. (iii Give an example of a spanning tree in the graph (iv) Two identical looking bags are on a table....
A mortality study is conducted on 12 individuals of age x initially You are given: (i)In addition to the 12 individuals of age x, one individual apiece enters the study at ages x0.4, x 0.8 and x1.0 (ii One individual leaves the study alive at age x +1.2 (ii One individual leaves the study alive at age x+1.4 (iv) One death apiece occurs at ages x+ 0.3, x+1.3, andx+ 1.6 (v) Two deaths occur at age x+ 0.5 The duration...
Problem 7. (10 pts) The insurance company has a cohort of policyholders, 70% of whom are non-smokers and 30% of whom are smokers. For the fixed age x, the insurance company's model for mortality has ONS = ONS = 0.15 (non-smoker) and q = = 0.25 (smoker). (a). A policyholder is chosen at random from the cohort. Compute 19 and qx+1 for this poli- cyholder (b). Suppose that both non-smoker and smoker mortality follow UDD in each year of age....
Question 4 A person, age 80, purchases a whole life insurance policy of 100,000. You are given: (i) The policy is priced with a select period of one year. (ii) The select mortality rate equals 80% of the mortality rate from the Standard Ul- timate Life Table. (ii) Ultimate mortality follows the Standard Ultimate Life Table. (iv) i = 0.05 Calculate the actuarial present value of the death benefits for this insurance. (Answer: 59,050.81)
ei0 : 0 E R} be the group of all complex numbers on the unit circle under multiplication. Let ø : R -> U 1. (30) Let R be the group of real numbers under addition, and let U be the map given by e2Tir (r) (i) Prove that d is a homomorphism of groups (ii) Find the kernel of ø. (Don't just write down the definition. You need to describe explicit subset of R.) an real number r for...
You are given the following: 3 (1000 r 100) I. The annual loss amount random variable is given by f r r) II. The insurance coverage has a deductible of D. III. The insurer's expected annual payment is 12.5. Find D
Need help with this question. Thank you :)
(6) (a) Consider the following graph P R U T (i) What are the degrees of the vertices in the graph? (ii) Does the graph have a closed Euler trail? If so, give an example of a closed Euler trail in the graph. If not, explain why no closed Euler trail exists. (iii Give an example of a spanning tree in the graph (iv) Two identical looking bags are on a table....
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