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The Drag Net Fishing Company (DNF) Has Hired You as a Consultant

Question 45

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The Drag Net Fishing Company (DNF) has hired you as a consultant to analyze the demand by local restaurants for fresh fish. The available data set includes monthly observations collected over the past 5 years on the number of hundreds of pounds of fish purchased by local restaurants per month (Q), the price per pound of fish (P), the average cost of a meal at a local restaurant (M), a seasonal variable (S) that is equal to one during the tourist season and zero otherwise, and average household income (in thousands of dollars) in the area. The results of a regression analysis (with standard errors in parenthesis) are given below.
Q=1100.2P0.6M+4.2S+0.05I (42) (0.12)(0.28)(0.70)(0.024)\begin{array} { l } Q = 110 - 0.2 P - 0.6 M + 4.2 S + 0.05 I \\\text { (42) } ( 0.12 ) \quad ( 0.28 ) \quad ( 0.70 ) \quad ( 0.024 ) \\\end{array} R2=0.74 S.E.E. =12.9\begin{array}{l}R ^ { 2 } = 0.74\\\text { S.E.E. } = 12.9\end{array} (i)Evaluate the statistical significance of the equation as a whole and of each of its coefficients.
(ii)The average values of independent variables in the data set that was used to estimate the equation are P = $8, M = $14, and I = $40,000. Calculate a point estimate of the restaurant demand for fish and a 95 percent interval estimate when it is tourist season. Also, calculate a point estimate of the restaurant demand for fish and a 95 percent interval estimate when it is not tourist season.

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