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  1. Home
  2. CFA Certification
  3. CFA-Level-I Exam
  4. CFA.CFA-Level-I.v2022-03-26.q499 Dumps
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Question 21

Of letters sent through a certain post office, 20% have insufficient postage, 48% have the wrong zip code, and 58% have one or both of these problems. What is the probability that a letter has both insufficient postage and the wrong zip code?

Correct Answer: A
Let A denote the event that the letter has insufficient postage and B denote the event that it has the wrong zip code. From the problem we know that P(A) = 0.20, P(B) = 0.48 and P(A or B) = 0.58, so solving by the general rule of addition for P(A and B), one obtains P(A and B) = P(A) + P(B) - P(A or B).
Thus the probability of a letter having both problems is P(A and B) = 0.20 + 0.48 - 0.58 = 0.10.
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Question 22

Sally Duvall is estimating the mean of a population with a sample of 35 observations. The variance is unknown. Which of the following statements is FALSE?

Correct Answer: B
While the z-test is applicable for larger samples, t-test is a more appropriate method to be safe.
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Question 23

The following figure shows Bobby's indifference map for soda and juice. B1 indicates his original budget line. B2 indicates his budget line resulting from an increase in the price of soda. From the graph, one can conclude that

Correct Answer: B
Bobby will consume more soda if his income increases.
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Question 24

When enacted tax rates change:

Correct Answer: C
This adjustment is made such that the deferred tax asset or liability will be the expected amount to reverse based upon the new rates.
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Question 25

An individual has two different portfolios that he has been investing in. One portfolio was created for his son and has 5 stocks. The other portfolio he created for himself and has 7 stocks. He has decided that he will keep, sell, or donate the stocks in his portfolio; he will either keep or sell the stocks in his son's portfolio. How many possible outcomes does this individual face for all the stocks in both portfolios?

Correct Answer: B
5 7
The number of possible outcomes is:2 (3 ) = 69,984.
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