A) determine which plan pays first if more than one plan covers a loss.
B) determine which health care provider an insured may use for his or her care.
C) determine if the calendar-year deductible has been satisfied by the insured.
D) determine if the employee is eligible for coverage under the group health plan.
Correct Answer
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Multiple Choice
A) Kate's plan is primary, and her husband's plan is excess.
B) Her husband's plan is primary, and Kate's plan is excess.
C) The plan of the person with the birthday earliest in the year pays first, and the other plan is excess.
D) Each plan will pay 50 percent of the claim.
Correct Answer
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Multiple Choice
A) $50,000
B) $60,000
C) $66,667
D) $80,000
Correct Answer
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Multiple Choice
A) The insurers will pay the judgment on a pro rata basis.
B) John's insurer will pay on an excess basis if Helen's insurance is insufficient to cover the judgment.
C) Helen's insurance will pay on an excess basis if John's insurance is insufficient to cover the judgment.
D) The policies will pay the judgment on the basis of contribution by equal shares.
Correct Answer
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Multiple Choice
A) calendar year deductible.
B) elimination period.
C) straight deductible.
D) aggregate deductible.
Correct Answer
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Multiple Choice
A) I only
B) II only
C) both I and II
D) neither I nor II
Correct Answer
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Multiple Choice
A) Insurer A will pay $50,000 and Insurer B will pay $25,000.
B) Insurer A will pay $37,500 and Insurer B will pay $37,500.
C) Insurer A will pay $25,000 and Insurer B will pay $50,000.
D) Insurer A will pay nothing and Insurer B will pay $75,000.
Correct Answer
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Multiple Choice
A) I only
B) II only
C) both I and II
D) neither I nor II
Correct Answer
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Multiple Choice
A) Each policy will pay $500,000, and Kevin must pay the remaining $1,500,000.
B) Policy A will pay $500,000, policies B and C will each pay $1,000,000, and Kevin must pay the remaining $500,000.
C) Policy A will pay nothing, policy B will pay $1,000,000, and policy C will pay $2,000,000.
D) Policy A will pay $500,000, policy B will pay $1,000,000, and policy C will pay $1,500,000.
Correct Answer
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