Answers

DL

Answered

When interpreting F(2,57) = 10.80,p < 0.01,what is the within-groups df?

A) 60
B) 57
C) 3
D) 2

On Jul 28, 2024


B
DL

Answered

If the obtained value in a dependent-samples t test exceeds the critical value,the null hypothesis must be accepted.

On Jul 26, 2024


False
DL

Answered

Twenty students are given an attitude test before and after viewing a motion picture designed to change their attitudes favorably toward a new curriculum. A high score indicates a favorable attitude and a low score indicates an unfavorable attitude, with the scores ranging from 1 to 30. This problem will use the sign test on the data given below to see if we can conclude the motion picture was successful in improving attitudes. Twenty students are given an attitude test before and after viewing a motion picture designed to change their attitudes favorably toward a new curriculum. A high score indicates a favorable attitude and a low score indicates an unfavorable attitude, with the scores ranging from 1 to 30. This problem will use the sign test on the data given below to see if we can conclude the motion picture was successful in improving attitudes.   Describe what the test statistic is for the sign test. ________________________________________________________ What is the value of the test statistic in this problem? ______________ Is this a one-tailed test or a two-tailed test? ______________ Find the rejection region for   = 0.10. Reject   when T > ______________ Using   as above, can we conclude the motion picture was successful in changing attitudes? ______________ Conclusion: The motion picture was ______________ in changing attitudes. At what level of significance could we reject H<sub>0</sub>? ______________ Describe what the test statistic is for the sign test.
________________________________________________________
What is the value of the test statistic in this problem?
______________
Is this a one-tailed test or a two-tailed test?
______________
Find the rejection region for Twenty students are given an attitude test before and after viewing a motion picture designed to change their attitudes favorably toward a new curriculum. A high score indicates a favorable attitude and a low score indicates an unfavorable attitude, with the scores ranging from 1 to 30. This problem will use the sign test on the data given below to see if we can conclude the motion picture was successful in improving attitudes.   Describe what the test statistic is for the sign test. ________________________________________________________ What is the value of the test statistic in this problem? ______________ Is this a one-tailed test or a two-tailed test? ______________ Find the rejection region for   = 0.10. Reject   when T > ______________ Using   as above, can we conclude the motion picture was successful in changing attitudes? ______________ Conclusion: The motion picture was ______________ in changing attitudes. At what level of significance could we reject H<sub>0</sub>? ______________ = 0.10.
Reject Twenty students are given an attitude test before and after viewing a motion picture designed to change their attitudes favorably toward a new curriculum. A high score indicates a favorable attitude and a low score indicates an unfavorable attitude, with the scores ranging from 1 to 30. This problem will use the sign test on the data given below to see if we can conclude the motion picture was successful in improving attitudes.   Describe what the test statistic is for the sign test. ________________________________________________________ What is the value of the test statistic in this problem? ______________ Is this a one-tailed test or a two-tailed test? ______________ Find the rejection region for   = 0.10. Reject   when T > ______________ Using   as above, can we conclude the motion picture was successful in changing attitudes? ______________ Conclusion: The motion picture was ______________ in changing attitudes. At what level of significance could we reject H<sub>0</sub>? ______________ when T > ______________
Using Twenty students are given an attitude test before and after viewing a motion picture designed to change their attitudes favorably toward a new curriculum. A high score indicates a favorable attitude and a low score indicates an unfavorable attitude, with the scores ranging from 1 to 30. This problem will use the sign test on the data given below to see if we can conclude the motion picture was successful in improving attitudes.   Describe what the test statistic is for the sign test. ________________________________________________________ What is the value of the test statistic in this problem? ______________ Is this a one-tailed test or a two-tailed test? ______________ Find the rejection region for   = 0.10. Reject   when T > ______________ Using   as above, can we conclude the motion picture was successful in changing attitudes? ______________ Conclusion: The motion picture was ______________ in changing attitudes. At what level of significance could we reject H<sub>0</sub>? ______________ as above, can we conclude the motion picture was successful in changing attitudes?
______________
Conclusion: The motion picture was ______________ in changing attitudes.
At what level of significance could we reject H0?
______________

On Jun 27, 2024


Let x be the number of times the "After" measurement was larger than the "Before" measurement; that is, number of times where (After - Before) is positive.; 13; one-tailed; 12; Reject the null hypothesis; successful; .058
DL

Answered

The Holt-Winters multiplicative model is based on the equation ________.

A) Ft + 1 = at (bt + St - s - 2)
B) Ft + 1 = at (bt + St - s + 1)
C) Ft + 1 = (at + bt) St - s + 1
D) Ft + 1 = (at + bt -1) St - 2

On Jun 25, 2024


C
DL

Answered

George Fuji bought 400 shares of TTV stock at $28. He sold the stock at $34. Commission charges were $0.20 per share. Compute the dollar amount of gain or loss.​

On May 28, 2024


$2,240 (gain)​
DL

Answered

What amount on January 23 is equivalent to $1,000 on the preceding August 18 if money can earn 6.5%?

On May 26, 2024


$1,028.14