The linear trend forecasting equation for an annual time series containing 22 values (from 1998 to 2019) on total revenues (in $millions) is a Interpret the Y intercept, b 0 b Interpret the slope, b 1 c What is the fitted trend value for the fifth year d What is the fitted trend value for the most recent year e What is the projected trend forecast three years after the last value , 4 0 1 5X

Question: The linear trend forecasting equation for an annual time series containing 22 values (from 1998 to 2019) on total revenues (in $millions) is a. Interpret

The linear trend forecasting equation for an annual time series containing 22 values (from 1998 to 2019) on total revenues (in $millions) is

a. Interpret the Y intercept, b₀.
b. Interpret the slope, b₁•
c. What is the fitted trend value for the fifth year?
d. What is the fitted trend value for the most recent year?
e. What is the projected trend forecast three years after the last value?

, = 4.0 + 1.5X;

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a b c d e The Yintercept bo 40 is the fitted trend value reflecting the real total revenue... View full answer

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