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

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The Answer of 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.

Which of the Following Equations Will Deseasonalise a Time Series ×\times×

Which of the Following Equations Will Deseasonalise a Time Series $\times$