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Free CFA Quantitative Methods Practice Questions & Answers

1,200 exam-style Quantitative Methods questions. Pick your answer, hit Check answer, and see the worked solution — free to start, no signup.

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Question 811
Residual autocorrelation is tested by comparing the autocorrelation to:
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Question 812
If residual autocorrelations are significantly different from zero, the model is:
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Question 813
The standard error of an estimated autocorrelation is approximately:
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Question 814
Residual autocorrelation tests are needed because:
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Question 815
If none of the residual autocorrelations are significant, we conclude:
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Question 816
A mean‑reverting series tends to:
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Question 817
In an AR(1) model, the mean‑reverting level is:
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Question 818
If the current value is above the mean‑reverting level, the next forecast will:
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Question 819
A series with a lag coefficient of 0.2 reverts:
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Question 820
Mean reversion occurs only when the lag coefficient is:
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Question 821
A one‑period‑ahead forecast in an AR(1) model uses:
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Question 822
A two‑period‑ahead forecast requires:
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Question 823
Multiperiod forecasts are more uncertain because:
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Question 824
In an AR(1) model, the two‑period‑ahead forecast uses the lag coefficient:
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Question 825
If the lag coefficient is close to 1, multiperiod forecasts:
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Question 826
An AR(2) model uses:
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Question 827
If an AR model has uncorrelated residuals, it is likely:
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Question 828
A lag coefficient greater than 1 in absolute value implies:
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Question 829
The error term in an AR model is assumed to have:
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Question 830
A high lag coefficient close to 1 indicates:
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Question 831
A random walk is:
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Question 832
A time series with constant variance but changing mean is:
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Question 833
A model with serially correlated errors violates:
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Question 834
A time series with no predictable pattern and no autocorrelation is best described as:
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Question 835
A stationary AR(1) series will eventually converge toward:
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Question 836
A time series with a unit root is best described as:
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Question 837
First‑differencing a time series is typically used to:
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Question 838
A covariance‑stationary time series must have:
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Question 839
A random walk is an example of a process that:
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Question 840
A series that steadily increases over time is most likely:
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