A friend of yours in the television industry was complaining about the writer's strike. She says she would certainly be out of a job if it weren't for the ad revenue brought in by live sports. She claims that as the number of live sporting events increases, so does ad revenue. You decide to test this theory by gathering data from different TV channels over several months. Here is your partial Excel output: Regression Statistics Multiple R R Square Adjusted R Square Standard Error Observations 0.5274 0.2781 0.2438 7783.3141 23 Select one: O a. 5.7821E-19 O b. 2.89105E-19 Oc. 0.009705 O d. 0.0048525 O e. 0.2781 Coefficients Standard Error 156738.8957 517.4709 Intercept Live Sports What is the p-value for testing your friend's claim? Use "Formula Sheet Fall 2020" if necessary. t Stat P-value 5087.8962 30.8062 5.7821E-19 181.9118 2.8446 0.009705
A friend of yours in the television industry was complaining about the writer's strike. She says she would certainly be out of a job if it weren't for the ad revenue brought in by live sports. She claims that as the number of live sporting events increases, so does ad revenue. You decide to test this theory by gathering data from different TV channels over several months. Here is your partial Excel output: Regression Statistics Multiple R R Square Adjusted R Square Standard Error Observations 0.5274 0.2781 0.2438 7783.3141 23 Select one: O a. 5.7821E-19 O b. 2.89105E-19 Oc. 0.009705 O d. 0.0048525 O e. 0.2781 Coefficients Standard Error 156738.8957 517.4709 Intercept Live Sports What is the p-value for testing your friend's claim? Use "Formula Sheet Fall 2020" if necessary. t Stat P-value 5087.8962 30.8062 5.7821E-19 181.9118 2.8446 0.009705
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
![A friend of yours in the television industry was complaining about the writer's strike. She says she would certainly be out
of a job if it weren't for the ad revenue brought in by live sports. She claims that as the number of live sporting events
increases, so does ad revenue. You decide to test this theory by gathering data from different TV channels over several
months. Here is your partial Excel output:
Regression Statistics
Multiple R
R Square
Adjusted R Square
Standard Error
Observations
Coefficients Standard Error
156738.8957
Intercept
Live Sports
517.4709
What is the p-value for testing your friend's claim?
Select one:
O a. 5.7821E-19
b. 2.89105E-19
c. 0.009705
d. 0.0048525
e. 0.2781
O
0.5274
0.2781
0.2438
7783.3141
Use "Formula Sheet Fall 2020" if necessary.
O
O
O
23
t Stat
5087.8962 30.8062
181.9118 2.8446
P-value
5.7821E-19
0.009705](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F568de202-0203-4c40-b981-a04889456726%2F69ee6676-c901-4f7f-a566-ab4c5badc5f1%2F0qhdfmo_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A friend of yours in the television industry was complaining about the writer's strike. She says she would certainly be out
of a job if it weren't for the ad revenue brought in by live sports. She claims that as the number of live sporting events
increases, so does ad revenue. You decide to test this theory by gathering data from different TV channels over several
months. Here is your partial Excel output:
Regression Statistics
Multiple R
R Square
Adjusted R Square
Standard Error
Observations
Coefficients Standard Error
156738.8957
Intercept
Live Sports
517.4709
What is the p-value for testing your friend's claim?
Select one:
O a. 5.7821E-19
b. 2.89105E-19
c. 0.009705
d. 0.0048525
e. 0.2781
O
0.5274
0.2781
0.2438
7783.3141
Use "Formula Sheet Fall 2020" if necessary.
O
O
O
23
t Stat
5087.8962 30.8062
181.9118 2.8446
P-value
5.7821E-19
0.009705
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