44. The slope coefficient estimate b from a regression of profits on sales of a number of firms in the coal industry is 0.075. How should you interpret this coefficient? a) Average profit in the coal industry is 7.5%. b) If a firm in the coal industry were to increase its sales by $1, its profits would rise on average by $0.075. c) If a firm has 1 more dollar in sales than another firm in the coal industry, it will have 7.5 more cents in profit on average. d) Average profit in the coal industry is .75%. e) If a firm in the coal industry were to increase its sales by $1, its profits would rise on average by $0.0075. 45. A regression’s equation is given as: Q = 5 – 3P, which means that: a) a 3% increase in Price will decrease Quantity by 1% b) a 1% increase in Price will increase Quantity by 3% c) a 1% increase in Price will decrease Quantity by 3% d) a 3% increase in Quantity will decrease Price by 1%

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44. The slope coefficient estimate b from a regression of profits on sales of a number of firms in the coal industry is 0.075. How should you interpret this coefficient?
a) Average profit in the coal industry is 7.5%.
b) If a firm in the coal industry were to increase its sales by $1, its profits would rise on average by $0.075.
c) If a firm has 1 more dollar in sales than another firm in the coal industry, it will have 7.5 more cents in profit on average.
d) Average profit in the coal industry is .75%.
e) If a firm in the coal industry were to increase its sales by $1, its profits would rise on average by $0.0075.
45. A regression’s equation is given as: Q = 5 – 3P, which means that:
a) a 3% increase in Price will decrease Quantity by 1%
b) a 1% increase in Price will increase Quantity by 3%
c) a 1% increase in Price will decrease Quantity by 3%
d) a 3% increase in Quantity will decrease Price by 1%

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