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• 81. Two life insurance policies, each with a death benefit of 10,000 and a one-time premium of 500,
• 82. A diagnostic test for the presence of a disease has two possible outcomes: 1 for disease present
• 83. An actuary determines that the annual number of tornadoes in counties P and Q are jointly distri
• 84. You are given the following information about N, the annual number of claims for a randomly sele
• 44. A device that continuously measures and records seismic activity is placed in a remote region. T
• 85. Under an insurance policy, a maximum of five claims may be filed per year by a policyholder. Let
• 86. The amounts of automobile losses reported to an insurance company are mutually independent, and
• 87. An insurance agent offers his clients auto insurance, homeowners insurance and renters insurance
• 88. The cumulative distribution function for health care costs experienced by a policyholder is mode
• 45. A piece of equipment is being insured against early failure. The time from purchase until failur
• 46. An insurance policy on an electrical device pays a benefit of 4000 if the device fails during th
• 47. A company buys a policy to insure its revenue in the event of major snowstorms that shut down bu
• 48. A manufacturer’s annual losses follow a distribution with density function To cover its losses,
• 49. An insurance company sells a one-year automobile policy with a deductible of 2. The probability
• 50. An insurance policy reimburses a loss up to a benefit limit of 10. The policyholder’s loss, Y, f
• 89. Let N1 and N2 represent the numbers of claims submitted to a life insurance company in April and
• 90. A store has 80 modems in its inventory, 30 coming from Source A and the remainder from Source B.
• 91. A man purchases a life insurance policy on his 40th birthday. The policy will pay 5000 if he die
• 92. A mattress store sells only king, queen and twin-size mattresses. Sales records at the store ind
• 93. The number of workplace injuries, N, occurring in a factory on any given day is Poisson distribu
• 94. A fair die is rolled repeatedly. Let X be the number of rolls needed to obtain a 5 and Y the num
• 95. A driver and a passenger are in a car accident. Each of them independently has probability 0.3 o
• 96. Each time a hurricane arrives, a new home has a 0.4 probability of experiencing damage. The occu
• 97. Thirty items are arranged in a 6-by-5 array as shown. Calculate the number of ways to form a set
• 98. An auto insurance company is implementing a new bonus system. In each month, if a policyholder d