Please use the following numbers to find the following: 8 5 6 6 4 3 7 1 2 9 4 10 9 10 5 3 9 6 8 8 Mean:
-
Please use the following numbers to find the following:
8 5 6 6 4
3 7 1 2 9
4 10 9 10 5
3 9 6 8 8
Mean: ________
Standard Deviation: _________
Standard Error: _____________
Z score for 7: _______
Z score for 10: ____________ -
Please use the following numbers to find the following:
15 11 7 17 8 2 9 11 3 8 14 6 7 4 6 19 17 18 8 9
Mean: _______
Standard Deviation: ______
Standard Error: _____________
Z score for 15: ____________
Z score for 3: _____ - _______ -
Please use the following numbers to find the following:
4 11 2 9 11 9 11 12 8 5 11 4 3 5 13 12 14 13 5 1
Mean: __________
Standard Deviation: ___________
Standard Error: _____________
Z score for 12: ____________
Z score for 2: ____________ - The final Gallup poll, using a sample of 2,472 likely voters, before the election predicted Barack Obama receiving 55% of the vote. According to CNN.com, Obama received 53% of the vote. Did Obama’s actual vote percentage, according to CNN.com, fit within the Gallup poll’s 95% confidence interval?
6. Please use the following graph to answer the question below.
| Abortion Option | Low | Moderate | High | Total | |
| Never allow |
f
o
f e |
44
95.5 |
41
53 |
115
51.5 |
200 |
| Depends |
f
o
f e |
313
366.8 |
218
203.5 |
237
197.6 |
768 |
| Personal Choice |
f
o
f e |
445
339.6 |
186
188.4 |
80
182.9 |
711 |
| Total | 802 | 445 | 432 | 1,679 |
By using a chi-square test of significance, please determine, using the .05 standard, whether to accept or to reject the null hypothesis:
H o : There is no relationship between view on abortion and level of attendance at religious services
For each cell, please put the f o -f e , (f o -f e ) 2 , and (f o -f e ) 2 /f e in the corresponding cell below. Also, indicate the Degrees of Freedom for the graph below the table.
| Abortion Option | Low | Moderate | High | Total |
| Never allow |
-51.5
2652.25 27.77225 |
-12
144 2.712 |
63.5
4032.35 78.296 |
|
| Depends |
-53.8
2894.44 7.891 |
14.5
210.25 1.03317 |
39.4
1552.36 7.856 |
|
| Personal Choice |
105.4
11109.16 32.712 |
-2.4
5.76 0.030573 |
-102.9
10588.41 57.8918 |
|
| Total | 216.2 | |||
7. The following problems come from the GSS student data set and must be completed in SPPS.
Produce a crosstab for newspapers and voting (news by vote00) and then another crosstab for hours watching television recoding hours into:
(0 thru 3=1)
(4 thru 7=2)
(8 thru 11=3)
(12 thru 40=4)
Value Labels hours 1 'Less than 4 hours' 2 '4 to 7 hours' 3' 3 '8 to 11 hours' 4 '12 or more hours'.
Is there a difference between watching more television and reading a newspaper frequently and the likelihood of voting?
Deliverable: Word Document
