confidence interval of the difference

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Can you help me with the:

1.mean difference, show how it was calculated

2.confidence interval of the difference

Female
Height
X-mean (X-mean)?
Male
Height
X-mean (X-mean)?
1
150
-4.95
24.50
1
164
-5.26
27.67
2
155
0.05
0.00
2
167.64
-1.62
2.62
162.56
7.61
57.91
165.10
-4.16
17.31
4
147.30
-7.65
58.52
4
169
-0.26
0.07
152.40
-2.55
6.50
165.10
-4.16
17.31
154.94
-0.01
0.00
177.80
8.54
72.93
7
165
10.05
101.00
7
154.94
-14.32
205.06
8
150
-4.95
24.50
158
3.05
9.30
8
164
-5.26
27.67
10
149.86
-5.09
25.91
9.
170
0.74
0.55
11
150
-4.95
24.50
10
168
-1.26
1.59
12
149
-5.95
35.40
11
170
0.74
0.55
13
150
-4.95
24.50
12
178
8.74
76.39
14
149
-5.95
35.40
13
179
9.74
94.87
15
155.45
0.5
0.25
14
177
7.74
59.91
16
154.94
-0.01
0.00
Total:
2369.58
-0.06
604.48
17
156
1.05
1.10
Mean:
169.26
18
162
7.05
49.70
19
155
0.05
0.00
20
168
13.05
170.30
Variance:
46.50
21
143
-11.95
142.80
Standard deviation:
6.82
22
150
-4.95
24.50
DEGREE OF FREEDOM:
23
157.48
2.53
6.40
24
144.78
-10.17
103.43
df = (41-1) + (14-1)
df = 40 + 13
25
162
7.05
49.70
df =53
26
156
1.05
1.10
27
149
-5.95
35.40
28
160
5.05
25.50
29
165
10.05
101.00
30
168
13.05
170.30
31
149
-5.95
35.40
32
160.02
5.07
25.70
33
162
7.05
49.70
34
145
-9.95
99.00
35
153
-1.95
3.80
36
152.4
-2.55
6.50
37
150
-4.95
24.50
38
165
10.05
101.00
39
154.94
-0.01
0.00
40
159
4.05
16.40
41
153
-1.95
3.80
Total:
6353.07
0.12
1675.31
Mean:
154.95
Variance:
41.88
Standard deviation:
6.47
Transcribed Image Text:Female Height X-mean (X-mean)? Male Height X-mean (X-mean)? 1 150 -4.95 24.50 1 164 -5.26 27.67 2 155 0.05 0.00 2 167.64 -1.62 2.62 162.56 7.61 57.91 165.10 -4.16 17.31 4 147.30 -7.65 58.52 4 169 -0.26 0.07 152.40 -2.55 6.50 165.10 -4.16 17.31 154.94 -0.01 0.00 177.80 8.54 72.93 7 165 10.05 101.00 7 154.94 -14.32 205.06 8 150 -4.95 24.50 158 3.05 9.30 8 164 -5.26 27.67 10 149.86 -5.09 25.91 9. 170 0.74 0.55 11 150 -4.95 24.50 10 168 -1.26 1.59 12 149 -5.95 35.40 11 170 0.74 0.55 13 150 -4.95 24.50 12 178 8.74 76.39 14 149 -5.95 35.40 13 179 9.74 94.87 15 155.45 0.5 0.25 14 177 7.74 59.91 16 154.94 -0.01 0.00 Total: 2369.58 -0.06 604.48 17 156 1.05 1.10 Mean: 169.26 18 162 7.05 49.70 19 155 0.05 0.00 20 168 13.05 170.30 Variance: 46.50 21 143 -11.95 142.80 Standard deviation: 6.82 22 150 -4.95 24.50 DEGREE OF FREEDOM: 23 157.48 2.53 6.40 24 144.78 -10.17 103.43 df = (41-1) + (14-1) df = 40 + 13 25 162 7.05 49.70 df =53 26 156 1.05 1.10 27 149 -5.95 35.40 28 160 5.05 25.50 29 165 10.05 101.00 30 168 13.05 170.30 31 149 -5.95 35.40 32 160.02 5.07 25.70 33 162 7.05 49.70 34 145 -9.95 99.00 35 153 -1.95 3.80 36 152.4 -2.55 6.50 37 150 -4.95 24.50 38 165 10.05 101.00 39 154.94 -0.01 0.00 40 159 4.05 16.40 41 153 -1.95 3.80 Total: 6353.07 0.12 1675.31 Mean: 154.95 Variance: 41.88 Standard deviation: 6.47
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