Question

f there are m category classifications, there needs to be dummy variables in the regression equation....

f there are m category classifications, there needs to be dummy variables in the regression equation.

m + 1

(m + 1)/2

m - 1

(m - 1)/2

Homework Answers

Answer #1

Since a dummy variable can be defined as a numerical variable used in regression analysis to represent subgroups of the sample in the study. In research, a dummy variable is usually used to distinguish different treatment groups. This is a qualitative variable.

The dummy variable trap can be defined as a situation in which independent variables are multicollinear. It means that two or more variables are correlated with high degree. For avoiding this problem, (m-1) dummy variable are introduced.

If there is m category, then m-1 variables are taken to avoid dummy variable trap.

Hence it can be said that if there are m category classifications, there needs to be (m-1) dummy variables in the regression equation.

Hence option third is the correct answer.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
1. What is the difference between using a set of dummy variables and using a categorical...
1. What is the difference between using a set of dummy variables and using a categorical variable in a regression? 2. How many variables must be omitted when using a set of dummy variables in a regression?
f. Interpret the slope coefficient for one of the dummy variables included in your regression model....
f. Interpret the slope coefficient for one of the dummy variables included in your regression model. g. For the slope coefficient of the variable with the smallest slope coefficient (ignore sign, use absolute value), test to see if the “a priori” expectation from part (a) is confirmed. Use alpha = 0.05. h. Interpret the coefficient of determination in this situation. i. Test the explanatory power of the entire regression model. Please use alpha = 0.01. j. For the variable with...
When a multiple regression equation is estimated, the F-test indicates a. how many variables were statistically...
When a multiple regression equation is estimated, the F-test indicates a. how many variables were statistically significant b. how many variables were not statistically significant c. if the estimated equation was statistically significant d. if the intercept was statistically significant
In the following regression, “drink” is a dummy indicating a person drinks alcohol, “nodrink” is a...
In the following regression, “drink” is a dummy indicating a person drinks alcohol, “nodrink” is a dummy indicating a person does not drink alcohol, “smoke” is a dummy indicating a person smokes cigarettes, and “nosmoke” is a dummy indicating a person does not smoke cigarettes: Medical Bill=1+2 drink*smoke+3 drink*nosmoke+4 nodrink*smoke+other             * indicates interaction of two variables. How much is the difference in medical bill between a person who both drinks and smokes and a person who doesn’t drink but...
1.One-way ANOVA can be applied to: a)Regression model with several dummy variables (created for a qualitative...
1.One-way ANOVA can be applied to: a)Regression model with several dummy variables (created for a qualitative independent variable) to test the overall usefulness of the model b)Regression model with several quantitative independent variables to test the overall usefulness of the model c)Both of the above D) none of the above 2. You need to decide whether you should invest in a particular stock.  You would like to invest if the price is likely to rise in the long run.  Assuming the past...
In the following regression, “drink” is a dummy indicating a person drinks alcohol, “smoke” is a...
In the following regression, “drink” is a dummy indicating a person drinks alcohol, “smoke” is a dummy indicating a person smokes cigarettes, and “drink*smoke” is the interaction of the two variables: Medical Bill=1+2 drink+3 smoke+4 drink*smoke+other How much is the difference in medical bill between a person who both drinks and smokes and a person who doesn’t drink but smokes?   Will you be able to test if this difference is statistically significant if you are given all the standard errors?...
According to the Data, is the regression a better fit than the one with the Dummy...
According to the Data, is the regression a better fit than the one with the Dummy variable, explain? Regression Statistics Multiple R 0.550554268 R Square 0.303110002 Adjusted R Square 0.288887757 Standard Error 2.409611727 Observations 51 ANOVA df SS MS F Significance F Regression 1 123.7445988 123.7445988 21.31238807 2.8414E-05 Residual 49 284.5052051 5.806228676 Total 50 408.2498039 Coefficients Standard Error t Stat P-value Lower 95% Intercept 5.649982553 1.521266701 3.713998702 0.000522686 2.592882662 U-rate 1.826625993 0.395670412 4.616534206 2.84144E-05 1.0314965 Multiple R 0.572568188 R Square...
Answer the following questions: What do you expect the relationship between your independent variables and dependent...
Answer the following questions: What do you expect the relationship between your independent variables and dependent variables will be? Which model would you select as the best model and why did you select it? Which are the dummy variables for each equation? Multiple Regression Equation 1: Daily Gross Revenue=766.981 + 2.977 * Daily Tour Income – 12.31 * Number of Tourists Multiple Regression Equation 2: Daily Gross Revenue=1111.8 – 151.22*Weekend+2.933*Daily Tour Income –12.04*Number of Tourists
t/f 18. The relevant range for prediction using a regression equation is between the high and...
t/f 18. The relevant range for prediction using a regression equation is between the high and low x variables in the data set. t/f 19. If we are trying to predict test scores based on homework grades, the test scores would be the x variable.
Regression analysis involves lurking variables, outliers, scatterplots, linear correlation coefficient, and regression equation. Answer the following...
Regression analysis involves lurking variables, outliers, scatterplots, linear correlation coefficient, and regression equation. Answer the following 2 questions for your main post: How have you used data to showcase an example or solve a problem? Did you get the outcome you expected? Explain.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT