Reference no: EM131092735
Refer to Commercial properties Problem 6.18. Assume that regression model (6.5) for four predictor variables with independent normal error terms is appropriate. The researcher wishes to obtain simultaneous interval estimates of the mean rental rates for four typical properties specified as follows:
Obtain the family of estimates using a 95 percent family confidence coefficient. Employ the most efficient procedure.
Problem 6.18
Commercial properties. A commercial real estate company evaluates vacancy rates, square footage, rental rates, and operating expenses for commercial properties in a large metropolitan area in order to provide clients with quantitative information upon which to make rental decisions. The data below are taken from 81 suburban commercial properties that are the newest, best located, most attractive, and expensive for five specific geographic areas. Shown here are the age (XI), operating expenses and taxes (Xl),vacancy rates (X3), total square footage (X4),
a. Prepare a stem-and-leaf plot for each predictor variable. What information do these plots provide?
b. Obtain the scatter plot matrix and the correlation matrix. Interpret these and state your principal findings.
c. Fit regression model (6.5) for four predictor variables to the data. State the estimated regression function.
d. Obtain the residuals and prepare a box plot of the residuals. Does the distribution appear to be fairly symmetrical?
e. Plot the residuals against , each predictor variable, and each two-factor interaction tenn on separate graphs. Also prepare a normal probability plot. Analyze your plots and summarize your findings.
f. Can you conduct a formal test for lack of fit here?
g. Divide the 81 cases into two groups. placing the 40 cases with the smallest fitted values into group I and the remaining cases into group 2. Conduct the Brown-Forsythe test for constancy of the error variance, using ex = .05. State the decision rule and conclusion.
Explain the significance of the selected category
: Describe the selected content and explain the significance of the selected category across the religions studied. Provide one specific example of how the selected category is manifested in your social environment.
|
About the demand analysis
: Demand Analysis. KRDY-FM is contemplating a T-shirt advertising promotion. Monthly sales data from T-shirt shops marketing the "Listen to KRDY-FM" design indicate that: Q = 15,000 - 800P where Q is T-shirt sales and P is price.
|
Explain the difference between indicated and true airspeed
: Derive lift and drag coefficients based on empirical aircraft performance data.
|
Calculate the expected market yields
: Calculate the expected market yields for a (1,5,2) path. Calculate the expectations yields for a (3,4,1) path. Calculate the real world yield for a (3,5) path
|
A stem-and-leaf plot for each predictor variable
: Refer to Commercial properties Problem 6.18. Assume that regression model (6.5) for four predictor variables with independent normal error terms is appropriate. The researcher wishes to obtain simultaneous interval estimates of the mean rental ra..
|
Estimates her required annual estimated tax payment
: Alice West (Social Security number 785-23-9873) lives at 13234 Madison Street, Milwaukee, WI 53214, and is self-employed for 2015. She estimates her required annual estimated tax payment for 2015 to be $6,816. She had a $576 overpayment of last year’..
|
The need for teacher education
: The project should focused on comprehensive assessment of the role of educational administrators in Nigeria in view of the dynamism of the constantly changing political and economic landscape.
|
Expectation of loss buy insurance
: Define the partern that occurs when, at any given cost of insurance, people with a greater expectation of loss buy insurance while people with a lower expected value of claims choose not to buy insurance.
|
Find an aggregate money demand relationship
: From the household optimality conditions and the goods market equilibrium, find an aggregate money demand relationship of the form M'/P' = L(Y, R), recalling the relationship R = (1 + r)(1 + π) - 1
|