Which of the following equations will deseasonalise a time series, where T, C, S and R are respectively the trend, cyclical, seasonal and random variation components of the time series?
A) $( T \times C \times S \times R ) / T = C \times S \times R$
B) $( T \times C \times S \times R ) / C = T \times S \times R$
C) $( T \times C \times S \times R ) / S = T \times C \times R$
D) $( T \times C \times S \times R ) / R = T \times C \times S$

Question

Which of the following equations will deseasonalise a time series, where T, C, S and R are respectively the trend, cyclical, seasonal and random variation components of the time series? 
A) $( T \times C \times S \times R ) / T = C \times S \times R$
B) $( T \times C \times S \times R ) / C = T \times S \times R$
C) $( T \times C \times S \times R ) / S = T \times C \times R$
D) $( T \times C \times S \times R ) / R = T \times C \times S$

Quizplus · Accepted Answer

Deseasonalising a time series involves removing the seasonal component (S) from the data. The equation $( T \times C \times S \times R ) / S = T \times C \times R$ correctly represents the removal of the seasonal component, leaving the trend, cyclical, and random components.

Which of the Following Equations Will Deseasonalise a Time Series (T×C×S×R)/T=C×S×R( T \times C \times S \times R ) / T = C \times S \times R(T×C×S×R)/T=C×S×R

Which of the Following Equations Will Deseasonalise a Time Series $( T \times C \times S \times R ) / T = C \times S \times R$