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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 326

What is the bond-equivalent yield of a 12% annual-pay bond?

Correct Answer: A
2[(1.12)0.5 -1] = 11.66%
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Question 327

Calculate a 90% confidence interval for a population mean. You have a sample of 21, a sample mean of -25%, and a sample standard deviation of 10%. The sample appears to be approximately normally distributed.

Correct Answer: A
Based on the data given, we should use the t-distribution. The critical value will be based at
0.5
t_(0.05, 20), and is 1.725. Our confidence interval will then be [-25% - 1.725*(10%)/(21 ), -25% +
0.5
1 .725*(10%)/(21 )] = [-28.9%, -21.1%].
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Question 328

Which one of the following requirements will not help to ensure the fair treatment of brokerage firm clients when a new investment recommendation is made?

Correct Answer: B
There are other requirements as well, e.g. minimize elapsed time between the decision and the dissemination of a recommendation.
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Question 329

Which of the following are reasons why budget deficits may lead to increase in the nominal interest rate?
I). increased demand for loanable funds.
II). rational expectation of future tax increases or spending cuts.
III). inflation.

Correct Answer: C
Since the government must finance the budget deficit with debt, this increases the demand for loanable funds, and hence increases real interest rates. Deficit spending also causes inflation, since the shift in aggregate demand results in a higher equilibrium price level. This would also increase nominal interest rates.
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Question 330

A mutual fund has securities in its portfolio that are worth $196 million. The fund has borrowed $12.1 million to purchase securities on margin and has 28.5 million fund shares outstanding. What is the fund's net asset value (NAV) per share?

Correct Answer: C
The net asset value of a mutual fund is calculated as:(Market Value of Assets - Market Value of Liabilities) / Number of Shares Outstanding = ($196 m - $12.1 m) / 28.5 m = $6.45.
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