You are given the following straight-line trend equation: Sales = 1,275 + 89.3t, where
1990 represents t = 1. Project sales for 2000.
If the price of capital is $24, the price of labor is $15, and the marginal product of
capital is 16, the least costly combination of capital and labor requires that the marginal
product of labor be ________.
The following questions refer to this regression equation, (standard errors in
parentheses.)
Q = 8,400 – 10 P + 5 A + 4 Px + 0.05 I, (1,732) (2.29) (1.36) (1.75) 0.15)
R2 = 0.65
N = 120
F = 35.25
Standard error of estimate = 34.3
Q = Quantity demanded
P = Price = 1,000
A = Advertising expenditures, in thousands = 40
PX = price of competitor’s good = 800
I = average monthly income = 4,000
The firm is considering changing its price to $900. Predict the quantity demanded at
that price, all other things equal and provide a 95% confidence interval on your
estimate. (In doing this, explain the value of t-critical you will use in developing your
95% confidence interval.)