To study the per capita consumption of chicken in the united
To study the per capita consumption of chicken in the united states, you are given the data on the following variables
Y : per capital consumption of chickens in pounds
X1 : disposable income per capital in pounds
X2 : retail price of chicken per pound, in cents
X3 : retail price of pork per pound, in cents
X4 : retail price of beef per pound, in cents
From microeconomic theory, it is known that the demand for a commodity generally depends on the income of the consumer, the price of the commodity, and the prices of substitute or complementary commodities.
In view of these considerations, a multiple regression model is estimated and the following table shows the results.
261.24
24.9
Find all statistically significant variables at the significance level of 5%.
intercept, disposable income, and price of chicken
Intercept and price of chicken
intercept, disposable income, price of chicken, and price of pork
Intercpet, price of chicken, and price of pork
all coefficients
| Coefficients | Standard Errors | |
| Intercept | 261.24 | 124.4 |
| Disposable income | -131.79 | 57.3 |
| Price of chicken | -32.24 | 12.4 |
| Price of pork | 42.33 | 24.9 |
| Price of beef | 44.98 | 34.6 |
Solution
Here,
z = Bn / s(Bn)
Thus,
z(intercept) = 261.24/124.4 = 2.1
z(dispo) = -131.79/57.3 = -2.3
z(chic) = -32.24/12.4 = -2.6
z(pork) = 42.33/24.9 = 1.7
z(beef) = 44.98/34.6 = 1.3
As for alpha = 0.05, zcrit = +/-1.96.
Hence, those |z| scores above 1.96 are significant.
Hence,
OPTION A:
intercept, disposable income, and price of chicken [ANSWER]

