(All calculations should be to at least three decimal places)
What is the centred moving average that would correspond to Quarter 1 in 2006?
Answer should be consistent with the data provided and be to three decimal places e.g. 0.123, 0.456 etc.
Please do NOT include any units in your answer.
What data?
To find the centred moving average that corresponds to Quarter 1 in 2006, we need to calculate the average of the values in Quarter 1 along with some adjacent values.
Let's assume the provided data is in the form of a time series, where each quarter has a corresponding value. To calculate the centred moving average, we will take the average of Quarter 1's value and the neighboring quarters.
Since Quarter 1 in 2006 refers to the three-month period from January to March 2006, we need to consider the adjacent values from Quarter 4 in 2005 and Quarter 2 in 2006.
Let's assume the data for each quarter is as follows:
Quarter 4, 2005: X
Quarter 1, 2006: Y
Quarter 2, 2006: Z
To calculate the centred moving average, we need the values for X, Y, and Z.
Once we have these values, the centred moving average for Quarter 1, 2006 can be calculated using the formula:
Centred Moving Average = (X + Y + Z) / 3
Therefore, you need the values for Quarter 4, 2005; Quarter 1, 2006; and Quarter 2, 2006 to calculate the centred moving average that corresponds to Quarter 1 in 2006.