Provided a detailed summary of what type of correlation coefficient would be calculated for the relationship...

Provided a detailed summary of what type of correlation coefficient would be calculated for the relationship between two continuous variables

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orchestra answered 1 year ago

Q24. The coefficient of determination (r2) is calculated as 0.49, then the correlation coefficient: Cannot be...

Q24. The coefficient of determination (r2) is calculated as 0.49, then the correlation coefficient: Cannot be determined without the data Should be - 0.70 or 0.70 Should be 0. Neither of the above Q25. A regression line is used for all of the following except one. Which one is not a valid use of a regression line? To estimate the average value of Y at a specified value of X. To predict the value of Y for an individual, given...

Identify the type of correlation coefficient apprpriate for measuring the relationship between X and Y :...

Identify the type of correlation coefficient apprpriate for measuring the relationship between X and Y : 1. X= sex (M or F); Y= income (dollars) 2. X= IQ (above of below 100); Y= GPA (above or below 60%)

A linear correlation coefficient of 0.92 suggests a ________________ linear relationship than a linear correlation coefficient...

A linear correlation coefficient of 0.92 suggests a ________________ linear relationship than a linear correlation coefficient of -0.86. The value of the ___________________ always lies between -1 and 1, inclusive. If the linear correlation coefficient of the regression line is negative, then the ____________________ of the least squares (linear) regression line must be negative. Give a detailed interpretation of the slope of a least squares (linear) regression line. Give a detailed interpretation of the intercept of a least squares (linear)...

A researcher took a sample of 25 observations and calculated the correlation coefficient for X and...

A researcher took a sample of 25 observations and calculated the correlation coefficient for X and Y and found r = 0.68. Test at the 5% level the null hypothesis that there is no correlation between X and Y.

List the type of correlation and casual relationship that you would expect to find for each...

List the type of correlation and casual relationship that you would expect to find for each of the following pairs of variables. a) the price of gasoline at the pump, the current world price of crude oil b) the fish population in a lake, the number of cottages around the lake c) the humidex rating (an index based on air temperature and humidity), the number of respiratory ailments reported d) the stock price of a telephone company, the cost of...

What is the correlation coefficient (r) for the relationship between senior and freshman year scores? Does...

What is the correlation coefficient (r) for the relationship between senior and freshman year scores? Does freshman year science scores significantly predict senior year science scores? Write out the F statistical string associated with this relationship. [F(dfreg, dfres)=F value, p=________] Write out the line of best fit equation for this relationship (Y=bX+a, substituting the b & a with values from the table). If someone scored a 70 on their freshman year science test, based on the line of best fit,...

6. What is the difference between the correlation coefficient and ?2? Why should the correlation coefficient...

6. What is the difference between the correlation coefficient and ?2? Why should the correlation coefficient be -1 and 1? 7. What is the utility of marginal effects in regression models? How are they obtained? 8. What is heterocedasticity and homocedasticity? Explain how to detect and correct the first.

a. Describe what the Pearson correlation coefficient is and what the coefficient of determination is. compare...

a. Describe what the Pearson correlation coefficient is and what the coefficient of determination is. compare it to a real world example or a example problem

Can a correlation coefficient be statistically significant? If so, what would be the null hypothesis be?...

Can a correlation coefficient be statistically significant? If so, what would be the null hypothesis be? Please provide good, clear detail as if you were trying to explain the information in detail but enough for a 12 year old to understand

What would you conclude if a sample correlation coefficient is equal to -1.00? A. Most of...

What would you conclude if a sample correlation coefficient is equal to -1.00? A. Most of the data points must fall exactly on a horizontal straight line. B. All the data points must fall exactly on a straight line with a positive slope. C. All the data points must fall exactly on a straight line with a negative slope. D. Most of the data points must fall exactly on a straight line with a positive slope.

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