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Time Series Analysis Multiple Choice Questions and Answers | Time Series Analysis MCQs Quiz

(1) Time series data have a total number of components?
[A] 3
[B] 6
[C] 5
[D] 4
Answer: 4
(2) Seasonal variations are
[A] Short term variation
[B] Long term variation
[C] Sudden variation
[D] None
Answer: Short term variation

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(3) In moving average method we cannot find trend values of some
[A] End Periods
[B] Middle Period
[C] Starting and End Periods
[D] Starting Periods
Answer: Starting and End Periods
(4) The most commonly used mathematical method for measuring the trend is
[A] Semi Average
[B] Moving Average
[C] Free Hand Curve
[D] Least Squares
Answer: Least Squares
(5) A rise in prices before Eid is an example of
[A] Cyclical Trend
[B] Secular Trend
[C] Irregular Trend
[D] Seasonal Trend
Answer: Seasonal Trend
(6) Which of the following is an example of time series problem?

1. Estimating number of hotel rooms booking in next 6 months.

2. Estimating the total sales in next 3 years of an insurance company.

3. Estimating the number of calls for the next one week.

[A] Only 3
[B] 1 and 2
[C] 2 and 3
[D] 1,2 and 3
Answer: 1,2 and 3
(7) Which of the following is not an example of a time series model?
[A] Naive approach
[B] Exponential smoothing
[C] Moving Average
[D] None of the above
Answer: None of the above
(8) Sum of weights in exponential smoothing is _____.
[A] <1
[B] 1
[C] >1
[D] None of the above
Answer: 1
(9) The last period’s forecast was 70 and demand was 60. What is the simple exponential smoothing forecast with alpha of 0.4 for the next period.
[A] 63.8
[B] 65
[C] 62
[D] 66
Answer: 66
(10) What does autocovariance measure?
[A] Linear dependence between multiple points on the different series observed at different times
[B] Quadratic dependence between two points on the same series observed at different times
[C] Linear dependence between two points on different series observed at same time
[D] Linear dependence between two points on the same series observed at different times
Answer: Linear dependence between two points on the same series observed at different times

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