a) Regression analysis is a perfect tool to examine relationship between 2 or more variable of interest.
1) Oil - Supply and Price - Price of oil world over depends on supply from middle east ... whenever there is a political unrest in any of the middle eastern countries price of oil moves up. Also in stable situation the price remains constant and may also go down in case of over production
2) Food served in office canteen - Price and Quality - food served in offices at discounted rates may not be as tasty and satisfying as available in restaurants. Definitely price factor influences the quality of food and hence both are co-related.
b) Types of results yielded by Regression analysis are -
Prediction and confidence interval : These are types of confidence intervals used for predictions in regression analysis
Once the dependability of variables is established the same can be tweaked to the level required to bring about desired result.
c) Regression analysis is helpful statistical method that can be leveraged across an organization to determine the degree to which particular independent variables are influencing dependent variables.
The possible scenarios for conducting regression analysis to yield valuable, actionable business insights are endless.
Hence it can be used in future career by testing a proposal made by others to determine just how confident you are in that hypothesis! This will allow you to make more informed business decisions, allocate resources more efficiently, and ultimately boost chances of better career opportunity.
D ULIWPIHOOLDA2bqui4403T%2f%2fiviJC When the relationship between two or more independent variables needs to be tested, a...
Correlation This assignment will examine your ability to analyze the relationship between two variables, create an equation for predicting one variable from the other, and to critique the results of the data. You will be given the data for 2 psychological experiments looking at the relationship between variables. For these sets of data you will: (1) use the SPSS program to calculate the correlation and create a scatterplot (2) provide the appropriate output given from the program (3) describe this...
Based on the graph depicting the relationship between two variables, you would conclude the 10 variable 2 variable 1 A independent variable: discrete/nominal; relationship best tested with univariate test (e.g. analysis of variance) B. independent variable: continuous; relationship best tested with bivariate test (e.g. linear regression) O dependent variable: discrete/nominal relationship best tested with contingency test (eg, chi-square) D. dependent variable: continuous; relationship best tested with bivariate test (e.g. linear regression)
Based on the graph depicting the relationship between two variables above, you would conclude the variable 2 b variable 1 Independent variable: discrete/nominal, relationship best tested with univariate test (e.g. analysis of variance)n 1 independent variable: continuous; relationship best tested with bivariate test (e.g. linear regression) dependent variable: discrete/nominal; relationship best tested with contingency test (e.g. chi-square) dependent variable: continuous; relationship best tested with bivariate test (e.g. linear regression)
Discuss two data characteristics that could invalidate the use of linear correlation and regression to show the relationship between two ratio scale variables.
In the effort to understand a relationship between two variables, correlation is an improvement over covariance, and simple regression is an improvement over correlation. Write a essay in which you explain covariance, correlation, and simple regression and why each would be preferred over the one before it. Use an imagined high school class as the target audience of your explanation.
For this assignment I have to analyze the regression (relationship between 2 independent variables and 1 dependent variable). Below is all of my data and values. I need help answering the questions that are at the bottom. Questions regarding the strength of the relationship Model: Median wage (y) = 40.3774 - 2.0614 * Population + 0.0284 * GDP Predictor Coefficient Estimate Standard Error t-statistic p-value Constant B0 40.3774 1.1045 36.558 0 Population B1 -2.0614 0.5221 -3.948 0.0003 GDP B2 0.0284...
How do you determine the relationship between 2 variables? And how do you use simple linear regression to describe and test whether this relationship is significant?
List two variables that you could study the relationship between using a correlated groups t-test. For each variable, indicate if the variable is (1) the IV or DV, (2) nominal, ordinal, interval, or ratio, and (3) the values of each variable. Then briefly describe what makes it a within-subjects design.
1. A researcher wants to determine if there is a relationship between number of classes students are enrolled in (1,2,3,4,5,etcc.) and stress level scores (measured on a multi-item Likert scale). What type of statistical test should be used? 2. A researcher is interested in learning more about the protective effects of exercise. He conducts a study where he collects information about stress levels (measured on a multi-item Likert scale) and hours of exercise completed in a week (1,2,3,4,etc.,etc.). What type...
Consider a multiple regression model of the dependent variable y on independent variables x1, X2, X3, and x4: Using data with n 60 observations for each of the variables, a student obtains the following estimated regression equation for the model given: y0.35 0.58x1 + 0.45x2-0.25x3 - 0.10x4 He would like to conduct significance tests for a multiple regression relationship. He uses the F test to determine whether a significant relationship exists between the dependent variable and He uses the t...