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Free CFA-Level-I Exam Braindumps (page: 221)

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If the p-value is ________ the significance level, the null hypothesis ________.

  1. less than; can be rejected
  2. none of these answers
  3. more than; can be rejected
  4. less than; cannot be rejected

Answer(s): A

Explanation:

The lowest significance level at which the null hypothesis can be rejected is called the p-value of the test. Thus, if the p-value is less than the significance level, the null hypothesis can be rejected at that significance level. To fix this in your mind, think about the p-value as the maximum probability that the null hypothesis is true despite observing the value of the test statistic that you have in the sample at hand. For e.g., suppose the p-value for a given sample turns out to be 3%. Then, if you reject the null, the probability that you have made an error in rejecting it is at most 3%. Clearly, if a critic asked you, "Is the probability that you have made an error less than 5%?" your answer would be, "yes." The critic will then conclude that your test is significant at the 5% level and perhaps even at a lower level.



At the end of every year for the next 3 years, you deposit $400 in an account that pays 5% per year, annually compounded. After that, you do not make any more deposits. The amount that you can withdraw after 7 years
is:

  1. $1,533
  2. $1,492
  3. $1,917
  4. $1,261

Answer(s): A

Explanation:

For the first 3 years, your regular deposits constitute an annuity and after that, a simple term deposit. The future value of an n-period annuity that starts paying at the end of the current period equals FV = (C/r)*[(1+r)^n - 1] where C is the payment per period and r is the one-period interest rate. In this example, the annuity is over 3 periods, C = 400 and the per period rate equals 5%. So the future value of the deposits after 3 years equals (400/0.05)*[1.05^3 - 1] = 1,261. Starting in year 3, this amount grows at an annual rate of 5% for a period of 7-3 = 4 years. So in 7 years, the amount in the account equals 1,261*1.05^4 = $1,533.



The coefficient of variation of X is three times that of Y. If X and Y have the same means, the variance of Y is:

  1. none of these answers.
  2. same as that of X.
  3. three times that of X.
  4. one-third that of X.

Answer(s): A

Explanation:

The coefficient of variation equals the ratio of the standard deviation to the mean. Hence, if X and Y have the same means, then the standard deviation of X must be 3 times the standard deviation of Y.



A variable, Z, is regressed against variables X and Y and the following equation is estimated: Z = -3.0 + 1.2X - 2.5Y + error. If X = 5 and Y = 3, the estimated value of Z is ________.

  1. -3.0
  2. cannot be estimated since the error term is unknown
  3. -1.5
  4. -4.5

Answer(s): D

Explanation:

With the given data, Z = -3 + 1.2*5 - 2.5*3 = -4.5






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