RMIN 4000 UGA Test 1. Chapters 1-3 Questions& Answers 100% Accurate!
1) Traditionally, risk has been defined as A) any situation in which the probability of loss is one. B) any situation in which the probability of loss is zero. C) uncertainty concerning the occurrence of loss. D) the probability of a loss occurring. - ANSWER-C 2) Objective risk is defined as A) the probability of loss. B) the relative variation of actual loss from expected loss. C) uncertainty based on a person's mental condition or state of mind. D) the cause of loss. - ANSWER-B 3) An insurance company estimates its objective risk for 10,000 exposures to be 10 percent. Assuming the probability of loss remains the same, what would happen to the objective risk if the number of exposures were to increase to 1 million? A) It would decrease to 1 percent. B) It would decrease to 5 percent. C) It would remain the same. D) It would increase to 20 percent - ANSWER-A 4) Uncertainty based on a person's mental condition or state of mind is known as A) objective risk. B) subjective risk. C) objective probability. D) subjective probability - ANSWER-B 5) The long-run relative frequency of an event based on the assumption of an infinite number of observations with no change in the underlying conditions is called A) objective probability. B) objective risk. C) subjective probability. D) subjective risk. - ANSWER-A 6) Which of the following statements about a priori probabilities is correct? A) They are subjective probabilities based on ambiguity in the way probability is perceived. B) They are subjective probabilities that may vary among individuals because of factors such as age, gender, education, and the use of alcohol. C) They are objective probabilities that can be determined by deductive reasoning. D) They are objective probabilities that can be determined by subjective reasoning - ANSWER-C
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rmin 4000 uga test 1 chapters 1 3 questions answ
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rmin 4000 uga test 1 chapters 1 3 stuvia
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1 traditionally risk has been defined as a any
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2 objective risk is defined as a the probability
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