WE D THE 100 endent Two Samplet-Lest RIES 4. Everyone knows, the literature indicates, that fans are kinder, nicer, and more loyal than Giant fans. Data was collected from two samples: a sample courteous, 10 = completely courteous). You are to do a one tail test to determine whether or not fans are more courteous than Glant fans, to a statistically significant level. a. Research Question: Giant fans sample of fans. The samples were measured on a "common courtesy" scale (1 = not at all b. Statistical Test: c. Hypotheses: Giant Fans 10 9.5 d. t-crit: 7. 6. Tails: Alpha: df: 7. e. Variance, Error, Obtained 8. 10 7.5 ΣΧ- ΣΧ- n1= n2= X = X2= EX = Σχ- 2| Independent Tw o -Sample t-test Riess

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All of number 4 including the table 

WE D
THE
100
endent Two Samplet-Lest
RIES
4. Everyone knows, the literature indicates, that fans are kinder, nicer, and more loyal than Giant fans. Data was collected from two
samples: a sample
courteous, 10 = completely courteous). You are to do a one tail test to determine whether or not fans are more courteous than Glant
fans, to a statistically significant level.
a. Research Question:
Giant fans
sample of fans. The samples were measured on a "common courtesy" scale (1 = not at all
b. Statistical Test:
c. Hypotheses:
Giant Fans
10
9.5
d. t-crit:
7.
6.
Tails:
Alpha:
df:
7.
e. Variance, Error, Obtained
8.
10
7.5
ΣΧ-
ΣΧ-
n1=
n2=
X =
X2=
EX =
Σχ-
2| Independent Tw o -Sample t-test
Riess
Transcribed Image Text:WE D THE 100 endent Two Samplet-Lest RIES 4. Everyone knows, the literature indicates, that fans are kinder, nicer, and more loyal than Giant fans. Data was collected from two samples: a sample courteous, 10 = completely courteous). You are to do a one tail test to determine whether or not fans are more courteous than Glant fans, to a statistically significant level. a. Research Question: Giant fans sample of fans. The samples were measured on a "common courtesy" scale (1 = not at all b. Statistical Test: c. Hypotheses: Giant Fans 10 9.5 d. t-crit: 7. 6. Tails: Alpha: df: 7. e. Variance, Error, Obtained 8. 10 7.5 ΣΧ- ΣΧ- n1= n2= X = X2= EX = Σχ- 2| Independent Tw o -Sample t-test Riess
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