Under the null hypothesis that there is no association between pizza size and pizza topping, what is the value of the expected count for a small pepperoni pizza? A) 11.67 12.25 B) 12 D) 13 Answer:

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Hi I know that you can’t answer all questions. Can you just answer question 8 please.
s. The camp wants to make sure that the average fun score
does not depend on which activity is the camper's
favorite (boating, crafting, or nature hikes). You decide
to determine if mean fun score is different for the
different activities. Which test procedure you should
use?
A. Simple linear regression
B. Multiple linear regression
C. Two-sample t-test
D. One-way ANOVA
Answer:
6. You want to test if the average fun score for campers who
prefer boating and camping is higher than the fun score
for campers who prefer nature hikes. Give the
hypotheses for this contrast test.
A. Ho: Hpoating ampin Hhikes Vs Ha: (Hosting Hamping ) >nikes
B Ho: 1/2(Houting +Hcamping) = Hnkes vs Ha: 1/2(uoning +Hcanping) < Hnkes
В
C. Ho: Hpoating "Heamping Hhikes vS Ha: µoating> Hnaes, Peamping> Hikes
Ho: 1/2(Hcuting +pamping) = Hikes vs Ha: 1/2 (uoting +µmping) > Hikes
С.
D.
Answer:
Use the following to answer questions 7–11:
A simple random sample of 100 college students was
interviewed. They were asked what size pizza they usually
order and what their favorite topping is. The results are
presented below:
Тоpping
Size
Реррeroni
Veggie
Cheese
Total
Small
18
11
6.
35
Medium
14
12
7
33
Large
3
9
20
32
Total
35
32
33
100
7.
What would be the null hypothesis for a chi-square test based on these data?
A)
Pizza topping and pizza size are independent.
The average pizza size is the same for pepperoni, veggie, and cheese pizzas.
B)
C)
The distribution of pizza topping is the same for small, medium, and large
pizzas.
D)
The distribution of pizza size is different for the three different pizza toppings.
Answer:
8.
Under the null hypothesis that there is no association between pizza size and
pizza topping, what is the value of the expected count for a small pepperoni
pizza?
A)
11.67
C)
12.25
B)
12
D)
13
Answer:
9.
What are the appropriate degrees of freedom for the chi-square statistic?
A)
3
C)
6.
B)
4
D)
8
Answer:
10. What is the contribution to the chi-square statistic from the cell of a large cheese
pizza?
A) 8.4 C)
20.4
B) 9.3 D)
52.8
Answer:
Transcribed Image Text:s. The camp wants to make sure that the average fun score does not depend on which activity is the camper's favorite (boating, crafting, or nature hikes). You decide to determine if mean fun score is different for the different activities. Which test procedure you should use? A. Simple linear regression B. Multiple linear regression C. Two-sample t-test D. One-way ANOVA Answer: 6. You want to test if the average fun score for campers who prefer boating and camping is higher than the fun score for campers who prefer nature hikes. Give the hypotheses for this contrast test. A. Ho: Hpoating ampin Hhikes Vs Ha: (Hosting Hamping ) >nikes B Ho: 1/2(Houting +Hcamping) = Hnkes vs Ha: 1/2(uoning +Hcanping) < Hnkes В C. Ho: Hpoating "Heamping Hhikes vS Ha: µoating> Hnaes, Peamping> Hikes Ho: 1/2(Hcuting +pamping) = Hikes vs Ha: 1/2 (uoting +µmping) > Hikes С. D. Answer: Use the following to answer questions 7–11: A simple random sample of 100 college students was interviewed. They were asked what size pizza they usually order and what their favorite topping is. The results are presented below: Тоpping Size Реррeroni Veggie Cheese Total Small 18 11 6. 35 Medium 14 12 7 33 Large 3 9 20 32 Total 35 32 33 100 7. What would be the null hypothesis for a chi-square test based on these data? A) Pizza topping and pizza size are independent. The average pizza size is the same for pepperoni, veggie, and cheese pizzas. B) C) The distribution of pizza topping is the same for small, medium, and large pizzas. D) The distribution of pizza size is different for the three different pizza toppings. Answer: 8. Under the null hypothesis that there is no association between pizza size and pizza topping, what is the value of the expected count for a small pepperoni pizza? A) 11.67 C) 12.25 B) 12 D) 13 Answer: 9. What are the appropriate degrees of freedom for the chi-square statistic? A) 3 C) 6. B) 4 D) 8 Answer: 10. What is the contribution to the chi-square statistic from the cell of a large cheese pizza? A) 8.4 C) 20.4 B) 9.3 D) 52.8 Answer:
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