Question

In: Math

QUESTion 6 The association between the variables "golf score" and "golf skill" would be a. POSITIVE...

QUESTion 6

The association between the variables "golf score" and "golf skill" would be

a.

POSITIVE

b.

NEGATIVE

c.

NEITHER

QUESTION 7



If the correlation coefficient for a lnear regression is 0.987. there is sufficient evidence that a linear relationship exists between the x and y data

a.

TRUE

b.

FALSE

QUESTION 8


If the correlation coefficient for a lnear regression is -0.932. there is sufficient evidence that a linear relationship exists between the x and y data

a.

TRUE

b.

FALSE

QUESTION 9

A data point that lies statistically far from the regression line is a potential

a.

response variable

b.

predictor variable

c.

extrapolated variable

d.

outlier

QUESTION 10

  1. term 3:

    In linear regression, the dependent variable is called the

a.

response variable

b.

the predictor variable

c.

the extrapolted variable

d.

an outlier

QUESTION 11



If the correlation coefficient for a linear regression is 1.00. there is solid proof that a true cause-effect relationship exists between the x and y data

a.

TRUE

b.

FALSE

QUESTION 12

  1. term 12:

    A linear regression analysis on some data yields a correlation coefficient of 0.003. Which of the following is the most correct statement?

a.

The x and y variables appear to be mostly unrelated

b.

The x and y variables appear to have a strong relationship

c.

The x and y variables appear to have no meaningful linear relationship but may be related by some nonlinear function

d.

The x and y variables have a strong linear relationship

Solutions

Expert Solution

6.
The association between the variables "golf score" and "golf skill" would be a. POSITIVE
because a increase in golf skill will increase golf score.

7.
If the correlation coefficient for a lnear regression is 0.987, there is very strong positive association as it is close to 1
a. TRUE

8.
If the correlation coefficient for a lnear regression is -0.932, there is very strong negative association as it is close to -1
a. TRUE

9.
A data point that lies statistically far from the regression line is a potential d.outlier

10.
In linear regression, the dependent variable is called the a. response variable

11.
If the correlation coefficient for a linear regression is 1.00, it denotes there is solid proof that a true association relationship exists between the x and y data
Correlation does not imply causation. Thus, it cannot be determined that there is a true cause-effect relationship exists between the x and y data
b. FALSE

12.
A correlation coefficient of 0.003 (close to 0) suggest that there is no linear association between x and y.
c. The x and y variables appear to have no meaningful linear relationship but may be related by some nonlinear function


Related Solutions

The association between the variables "dollars earned" and "hours worked" for a worker at store would...
The association between the variables "dollars earned" and "hours worked" for a worker at store would be a. POSITIVE b. NEGATIVE c. NEITHER QUESTION 2 The association between the variables "GPA" and "hours spent studying" for a student would usually be a. POSITIVE b. NEGATIVE c. NEITHER QUESTION 3 The association between the variables "cost of a book" and "the buyers body temperature" would be a. POSITIVE b. NEGATIVE c. NEITHER QUESTION 4 The association between the variables "airfare" and...
QUESTION 7 Which of the following measures the degree of linear association between two variables? a....
QUESTION 7 Which of the following measures the degree of linear association between two variables? a. covariance. b. standard deviation. c. variance. d. coefficient of variation QUESTION 8 If the sample size becomes larger, to which distribution does the sampling distribution of the sample mean converge? a. Normal distribution. b. Poisson distribution. c. Binomial distribution. d. Uniform distribution. QUESTION 9 Which of the following means an estimate of a population parameter that provides an interval of values believed to contain...
In this question, we will formulate a measure to quantify the level of association between the two categorical variables.
  In this question, we will formulate a measure to quantify the level of association between the two categorical variables. Such a measure is often used in a statistical test called Chi-square test for assessing whether there is an association between two categorical variables. This question is also used to motivate the learning of independence and to connect the concept back to what we have learnt in the course.Let's revisit the example we have looked at in the course. How...
Correlation - Do you think there would be a positive correlation between a placement test score...
Correlation - Do you think there would be a positive correlation between a placement test score and the final grade in this statistics class? What other variables do you think would have a positive correlation with the final grade in this (or any) class? What variables would have a negative correlation with a final grade in a class? Look up a study that finds a correlation between grades and some other variable. Describe the variables, the study, the methods used,...
Information about an association between two interval-ratio variables is presented below. The association is between “the...
Information about an association between two interval-ratio variables is presented below. The association is between “the hours of screen time per day” (Y) and “years of schooling” (X). A measure of the overall association is given as well as the specific components of the OLS model. The OLS model estimates the effect of education (X) on the hours of screen time per day (Y). Association Between x and y Estimate r    -0.229 Rsqrd OLS Model components Estimate Constant (a)...
a. Calculate the covariance between variables X and Y. Is it a positive or negative relationship between the two variables?
Observation x y 1 -22 22 2 -33 49 3 2 8 4 29 -16 5 -13 10 6 21 -28 7 -13 27 8 -23 35 9 14 -5 10 3 -3 11 -37 48 12 34 -29 13 9 -18 14 -33 31 15 20 -16 16 -3 14 17 -15 18 18 12 17 19 -20 -11 20 -7 -22 Answer the following questions a. Calculate the covariance between variables X and Y. Is it a positive...
Variables: Region, Preferred_Status Is there an association between the state in which a student lives and...
Variables: Region, Preferred_Status Is there an association between the state in which a student lives and the student's preferred status? H0: The state in which a student lives and a student's preferred status are not associated. HA: The state in which a student lives and a student's preferred status are associated. Contingency table results: Rows: Region, Columns: Preferred_Status Cell format Count (Expected count) Happy & Healthy Rich & Famous Total CA 201 (199.5) 60 (61.5) 261 SC 65 (66.5) 22...
When you determine if there is an association between two variables, it is also important for...
When you determine if there is an association between two variables, it is also important for you to determine how strong or weak that association is. This is why, when you have data for two quantitative variables, you calculate what is called the coefficient for correlation. Instructions Suppose you are determining the association between the weight of a car and the miles per gallon that the car gets. Answer the following questions in a Word document: define correlation and explain...
Calculate the covariance between variables X and Y. Is it a positive or negative relationship between...
Calculate the covariance between variables X and Y. Is it a positive or negative relationship between the two variables? b. Calculate correlation coefficient between X and Y. Is it a positive or negative relationship? Is it a strong linear, weak linear or nonlinear relationship between X and Y? c. Use the Y data to calculate mean, range, standard deviation and variance. d. Use the first Y value to calculate the Z-score. Is it an outlier? e. Calculate the 60th percentile...
There is a positive relationship between two variables if    they move in the same direction....
There is a positive relationship between two variables if    they move in the same direction.    they move in opposite directions.    neither variable moves.    one variable changes and the other does not. One of the most obvious clues to the relative scarcity of a product is    its current market price.    the variations in available sizes.    the quality of the product.    the limited selection of colors. Recall the Application about the harmattan and how...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT