Question
Consider the file data on Taxes that is included in worksheet of this problem. This data represents property taxes paid by 170 residents that live
Consider the file data on Taxes that is included in worksheet of this problem. This data represents property taxes paid by 170 residents that live in a small town. Assume this data to be the entire population. Answer the following questions:
Conduct a test at the alpha = .05 level to determine if there is a difference in taxes paid by another jurisdiction. The information on this other jurisdiction is population information. In this other jurisdiction, the mean taxes paid by 243 residents are $1802.68 with a population standard deviation of $141.62.
- Conduct a test at the alpha = .05 level to determine if there is a difference in taxes paid by another jurisdiction. The information on this other jurisdiction is population information. In this other jurisdiction, the mean taxes paid by 243 residents are $1802.68 with a population standard deviation of $141.62. (State Ho and Ha, Critical T or Z, calculated T or Z, and decision - reject or accept Ho)
- What is the 95% confidence interval for the difference between the taxes paid in the two jurisdictions from part a
- Conduct a test at the alpha = .05 level to determine if there is a difference between taxes paid in neighborhood 3 and in neighborhood 4. Use all the data points from both neighborhoods and consider this to be sample data. (State Ho and Ha, Critical T or Z, calculated T or Z, and decision - reject or accept Ho)
- From part c, what is the 95% confidence interval for the difference between means in the two neighborhoods
- Conduct a test between neighborhoods 2 and 3, at alpha = .05 to see if the variances between the two neighborhoods are unequal. (What are the F critical, F calculated and decision - reject or accept Ho?)
There is similar problem on here with three of the tax data (980.24, 2319.15, and 2047.69) that are different. The 3 different values changed the means and population standard deviation. The corresponding taxes for this problem are 1840, 1903 and 4750 respectively), the mean tax, the neighborhoods for part C and E, are different for this problem.
Homeowner | Neighborhood | Tax_Paid |
1 | 3 | $1,138.92 |
2 | 2 | $2,268.88 |
3 | 3 | $1,712.93 |
4 | 3 | $1,716.31 |
5 | 3 | $1,599.98 |
6 | 4 | $1,941.38 |
7 | 6 | $1,840.00 |
8 | 5 | $2,268.14 |
9 | 6 | $1,868.73 |
10 | 1 | $1,618.15 |
11 | 4 | $1,705.31 |
12 | 1 | $1,908.44 |
13 | 3 | $1,145.30 |
14 | 2 | $2,419.79 |
15 | 6 | $1,632.89 |
16 | 6 | $1,883.85 |
17 | 4 | $1,800.83 |
18 | 6 | $1,985.80 |
19 | 4 | $1,929.04 |
20 | 4 | $1,616.92 |
21 | 2 | $1,925.38 |
22 | 2 | $2,652.80 |
23 | 1 | $1,903.00 |
24 | 6 | $1,393.23 |
25 | 1 | $2,616.94 |
26 | 3 | $1,681.42 |
27 | 6 | $952.51 |
28 | 1 | $1,636.48 |
29 | 2 | $2,648.90 |
30 | 1 | $2,441.58 |
31 | 3 | $2,078.22 |
32 | 6 | $1,298.17 |
33 | 2 | $2,868.10 |
34 | 4 | $2,084.50 |
35 | 6 | $1,653.76 |
36 | 5 | $3,288.01 |
37 | 1 | $1,848.47 |
38 | 3 | $1,662.51 |
39 | 3 | $1,449.33 |
40 | 3 | $1,447.77 |
41 | 2 | $2,414.60 |
42 | 3 | $1,309.24 |
43 | 3 | $1,519.18 |
44 | 1 | $4,750.00 |
45 | 3 | $1,686.12 |
46 | 4 | $1,755.92 |
47 | 6 | $1,781.70 |
48 | 6 | $1,353.92 |
49 | 1 | $1,818.35 |
50 | 1 | $1,904.13 |
51 | 2 | $2,816.79 |
52 | 3 | $1,838.13 |
53 | 2 | $2,866.46 |
54 | 1 | $2,117.40 |
55 | 4 | $1,960.53 |
56 | 5 | $2,322.78 |
57 | 6 | $1,366.77 |
58 | 4 | $1,653.42 |
59 | 4 | $1,667.42 |
60 | 3 | $1,567.33 |
61 | 4 | $1,544.65 |
62 | 5 | $2,922.20 |
63 | 6 | $1,574.00 |
64 | 3 | $1,541.02 |
65 | 4 | $1,528.53 |
66 | 6 | $1,177.54 |
67 | 6 | $1,723.23 |
68 | 6 | $1,705.59 |
69 | 6 | $1,468.23 |
70 | 6 | $1,081.04 |
71 | 1 | $2,136.10 |
72 | 6 | $1,671.80 |
73 | 6 | $867.18 |
74 | 1 | $2,296.04 |
75 | 6 | $1,398.27 |
76 | 3 | $985.60 |
77 | 5 | $3,168.90 |
78 | 6 | $1,067.69 |
79 | 6 | $1,230.40 |
80 | 5 | $3,775.00 |
81 | 6 | $2,025.42 |
82 | 6 | $1,279.13 |
83 | 3 | $1,459.57 |
84 | 6 | $1,456.21 |
85 | 1 | $1,900.65 |
86 | 6 | $1,367.51 |
87 | 6 | $1,554.98 |
88 | 3 | $1,536.49 |
89 | 2 | $2,428.34 |
90 | 6 | $1,825.01 |
91 | 1 | $1,596.91 |
92 | 4 | $1,951.69 |
93 | 4 | $1,694.57 |
94 | 4 | $1,970.08 |
95 | 1 | $2,265.39 |
96 | 3 | $863.23 |
97 | 6 | $1,229.90 |
98 | 3 | $1,515.65 |
99 | 2 | $2,332.28 |
100 | 5 | $3,045.21 |
101 | 6 | $1,190.32 |
102 | 3 | $1,410.75 |
103 | 3 | $1,813.82 |
104 | 2 | $2,243.49 |
105 | 6 | $1,280.51 |
106 | 6 | $1,458.34 |
107 | 5 | $3,121.92 |
108 | 2 | $2,297.38 |
109 | 3 | $1,538.36 |
110 | 6 | $1,566.28 |
111 | 6 | $1,609.09 |
112 | 3 | $1,513.09 |
113 | 4 | $1,673.89 |
114 | 4 | $1,749.77 |
115 | 3 | $1,553.90 |
116 | 5 | $3,175.09 |
117 | 2 | $2,514.27 |
118 | 3 | $1,251.61 |
119 | 6 | $1,690.06 |
120 | 3 | $1,181.98 |
121 | 3 | $1,175.79 |
122 | 6 | $1,632.60 |
123 | 3 | $1,563.36 |
124 | 3 | $2,006.47 |
125 | 5 | $3,000.34 |
126 | 3 | $1,775.11 |
127 | 3 | $1,510.54 |
128 | 5 | $3,189.34 |
129 | 2 | $2,396.58 |
130 | 3 | $1,495.29 |
131 | 2 | $2,350.90 |
132 | 4 | $1,763.61 |
133 | 6 | $1,094.63 |
134 | 2 | $2,279.87 |
135 | 3 | $1,705.94 |
136 | 4 | $1,773.60 |
137 | 4 | $1,830.08 |
138 | 5 | $2,556.52 |
139 | 4 | $1,758.91 |
140 | 3 | $1,687.77 |
141 | 5 | $3,056.78 |
142 | 3 | $1,423.09 |
143 | 6 | $2,006.56 |
144 | 3 | $1,129.66 |
145 | 4 | $1,808.78 |
146 | 5 | $3,177.85 |
147 | 2 | $2,628.84 |
148 | 6 | $1,592.98 |
149 | 2 | $2,309.48 |
150 | 6 | $1,341.05 |
151 | 6 | $1,313.94 |
152 | 6 | $1,382.76 |
153 | 6 | $1,786.41 |
154 | 6 | $1,533.79 |
155 | 5 | $2,963.82 |
156 | 1 | $1,562.61 |
157 | 2 | $2,420.67 |
158 | 6 | $1,752.22 |
159 | 2 | $2,437.49 |
160 | 6 | $1,670.68 |
161 | 1 | $1,730.73 |
162 | 1 | $2,205.32 |
163 | 6 | $937.85 |
164 | 3 | $1,348.12 |
165 | 4 | $1,762.19 |
166 | 3 | $1,944.03 |
167 | 4 | $1,759.98 |
168 | 6 | $1,014.34 |
169 | 2 | $2,670.30 |
170 | 6 | $969.61 |
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