Q: Calculate the mean, standard deviation, and 95% confidence limits for each set. A B C D E F 3.5 70.24 .812 2.7 70.65 .514 3.1 70.22 .792 3.0 70.63 .503 3.1 70.10 .794 2.6 70.64 .486 3.3 .900 2.8 70.21 .497 2.5 3.2 .472 Q2: A type of...
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Q: Calculate the mean, standard deviation, and 95% confidencelimits for each set.
A
B
C
D
E
F
3.5
70.24
.812
2.7
70.65
.514
3.1
70.22
.792
3.0
70.63
.503
3.1
70.10
.794
2.6
70.64
.486
3.3
.900
2.8
70.21
.497
2.5
3.2
.472
Q2: A type of steel contains 1.12% nickel and the standarddeviation is 0.03%. The following data are collected (inpercent)
a) 1.10 b) 1.08 c) 1.09 d) 1.12 e) 1.09
Is there an indication of bias in the method at the 95%level?
Q: Calculate the mean, standard deviation, and 95% confidencelimits for each set.
A | B | C | D | E | F |
3.5 | 70.24 | .812 | 2.7 | 70.65 | .514 |
3.1 | 70.22 | .792 | 3.0 | 70.63 | .503 |
3.1 | 70.10 | .794 | 2.6 | 70.64 | .486 |
3.3 | .900 | 2.8 | 70.21 | .497 | |
2.5 | 3.2 | .472 |
Q2: A type of steel contains 1.12% nickel and the standarddeviation is 0.03%. The following data are collected (inpercent)
a) 1.10 b) 1.08 c) 1.09 d) 1.12 e) 1.09
Is there an indication of bias in the method at the 95%level?
Answer & Explanation Solved by verified expert
3.6 Ratings (585 Votes)
1 for A sample std dev s X x n1 03742 Sample Size n 5 Sample Mean x Xn
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