Question

The data below shows the high temperatures on Washington's birthday from 2019 (temp. 25)-2010 (temp. 26)....

The data below shows the high temperatures on Washington's birthday from 2019 (temp. 25)-2010 (temp. 26). The independent variable is now 1-10 for the time-series model for forecasting.

Here is my questions:

  1. Determine which variable from the time series forecast would be an appropriate dependent variable (X) and tell why.
  2. Determine which variable from the time series forecast would be an appropriate independent variable (Y) and tell why.

If you could help me with this I would appreciate it, thank you!!!

Number of Periods Averaged 3 Analysis of Forecast Error
MAD MSE MAPE
11.39286 164.41964 43.16505%
Data
Period Number Data Indicates which cells in column to the right need a formula Moving average forecast error absolute value of error squared error percentage error
1 25
2 39
3 59
4 26 Formula Needed --> 41.00000 -15.00000 15.00000 225.00000 57.69%
5 17 Formula Needed --> 37.25000 -20.25000 20.25000 410.06250 119.12%
6 30 Formula Needed --> 35.25000 -5.25000 5.25000 27.56250 17.50%
7 49 Formula Needed --> 33.00000 16.00000 16.00000 256.00000 32.65%
8 40 Formula Needed --> 30.50000 9.50000 9.50000 90.25000 23.75%
9 32 Formula Needed --> 34.00000 -2.00000 2.00000 4.00000 6.25%
10 26 Formula Needed --> 37.75000 -11.75000 11.75000 138.06250 45.19%
11 Formula Needed --> 36.75000

Homework Answers

Answer #1

For the given data on high temperatures on Washington's birthday and keeping in mind the Forecasting problem:

a) The dependent variable (X) is the unknown value of high temperatures in the future period i.e. for the period onwards 2020 as per the given problem. The data for 2010-2019 is already given and hence, we use this data to forecast the temperature for later periods. Hence the appropriate dependent variable is high temperatures from periods after 2019.

b) Independent variable is the value of the same time series in previous time steps. Weighted average of the previous observations gives the moving average forecast for the future values. Hence the data for 2010-2019 acts as independent variable. Also, sometimes the forecasted values are also used as independent variable for the future forecasts.

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