Question 1 Choose the right answer 1. Seasonal components (a) cannot be predicted. (b) are regular repeated patterns. (c) are long runs of observations above or below the trend line. (d) reflect a shift in the series over time. 2. Which of the following processes is stationary? 1) An MA(1) process with $ heta = -1.4$ 2) $Y_t = 12.3 + 1.1Y_{t-1} + epsilon_t$ 3) Autoregressive model 4) $Y_t = eta_0 + eta_1t + epsilon_t$ 3. Which statement about an AR(2) process is always true? (a) The process is invertible. (b) The process is stationary. (c) The theoretical ACF $ ho_k = 0$ for all $k > 2$. (d) The theoretical PACF $phi_{kk}$ decays exponentially or according to a sinusoidal
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