et the sample mean, sample variance, and sample standard deviation: X P(x) x *P(x) x2 X2P(x) 57 inches 1/22 2.5935 3249 147.8295 59 inches 3/22 8.0476 3481 474.8084 59.50 inches 1/22 2.70725 3540.25 161.0814 60 inches 1/22 4.454 3600 327.24 61 inches 5/22 13.8635 3721 845.7833 61.20 inches 3/22 8.34768 3745.44 510.878 62 inches 1/22 2.821 3844 174.902 63.2 inches 1/22 2.8756 3994.24 181.7379 63.6 inches 1/22 2.8938 4044.96 184.0457 64 inches 1/22 2.912 4096 186.368 64.8 inches 1/22 2.9484 4199.04 191.0563 65 inches 1/22 2.9575 4225 192.2375 69 inches 1/22 3.1395 4761 216.6255 = 61.56313 = 3794.594
et the sample mean, sample variance, and sample standard deviation: X P(x) x *P(x) x2 X2P(x) 57 inches 1/22 2.5935 3249 147.8295 59 inches 3/22 8.0476 3481 474.8084 59.50 inches 1/22 2.70725 3540.25 161.0814 60 inches 1/22 4.454 3600 327.24 61 inches 5/22 13.8635 3721 845.7833 61.20 inches 3/22 8.34768 3745.44 510.878 62 inches 1/22 2.821 3844 174.902 63.2 inches 1/22 2.8756 3994.24 181.7379 63.6 inches 1/22 2.8938 4044.96 184.0457 64 inches 1/22 2.912 4096 186.368 64.8 inches 1/22 2.9484 4199.04 191.0563 65 inches 1/22 2.9575 4225 192.2375 69 inches 1/22 3.1395 4761 216.6255 = 61.56313 = 3794.594
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
Related questions
Question
get the sample
X |
P(x) |
x *P(x)
|
x2 |
X2P(x) |
57 inches |
1/22 |
2.5935 |
3249 |
147.8295 |
59 inches |
3/22 |
8.0476 |
3481 |
474.8084 |
59.50 inches |
1/22 |
2.70725 |
3540.25 |
161.0814 |
60 inches |
1/22 |
4.454 |
3600 |
327.24 |
61 inches |
5/22 |
13.8635 |
3721 |
845.7833 |
61.20 inches |
3/22 |
8.34768 |
3745.44 |
510.878 |
62 inches |
1/22 |
2.821 |
3844 |
174.902 |
63.2 inches |
1/22 |
2.8756 |
3994.24 |
181.7379 |
63.6 inches |
1/22 |
2.8938 |
4044.96 |
184.0457 |
64 inches |
1/22 |
2.912 |
4096 |
186.368 |
64.8 inches |
1/22 |
2.9484 |
4199.04 |
191.0563 |
65 inches |
1/22 |
2.9575 |
4225 |
192.2375 |
69 inches |
1/22 |
3.1395 |
4761 |
216.6255 |
|
|
= 61.56313 |
|
= 3794.594 |
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