Question: Make up a multiple regression problem using at least 3 independent variables.Indicate the expected sign (negative or positive) for all slopes and the reasoning behind
The steps in multiple regression are basically the same as in simple regression.
1. State the research hypothesis.
2. State the null hypothesis
3. Gather the data
4. Assess each variable separately first (obtain measures of central tendency and dispersion; frequency distributions; graphs); is the variable normally distributed?
5. Assess the relationship of each independent variable, one at a time, with the dependent variable (calculate the correlation coefficient; obtain a scatter plot); are the two variables linearly related?
6. Assess the relationships between all of the independent variables with each other (obtain a correlation coefficient matrix for all the independent variables); are the independent variables too highly correlated with one another?
7. Calculate the regression equation from the data
8. Calculate and examine appropriate measures of association and tests of statistical significance for each coefficient and for the equation as a whole
9. Accept or reject the null hypothesis
10. Reject or accept the research hypothesis
11. Explain the practical implications of the findings
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