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Question 1: Shoreline Park in Mountain View, California, keeps close tabs on the number of patrons using the park, recording the following figures for the first six months of the calendar year.
Month
Number of Patrons
January
133
April
640
February
183
May
1,876
March
285
June
2,550
Compute the values of the intercept a and the slope b from the regression equation. Use the obtained slope value from Part (a) as the initial value of slope and use the predicted number of patrons in Junebased on the obtained regression line from Part (a)as the initial value of intercept. Assume that α=0.15 and β=0.10 for all calculations. Suppose that the actual number of visitors using the park in July was 2,150 and the number in August was 2,660. Use Holt's method to update the estimates of the intercept and slope based on these observations. Get expert-level assignment help in any subject. What is the one-step-ahead forecast that Holt's method gives for the number of park visitors in September?
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