Let X be the number of defect bottles from an operation of manufacturing water bottles in a carton of 24 bottles. A total of 40 cartons are inspected and the number of defect bottles for each carton are recorded in Table 2. i) Number of defects Frequency Probability Find the value of M. 0 3 0.0080 Table 2 14 0.0960 2 M 0.3840 3 7 0.5120 ii) Can we conclude that the number of defect bottles recorded fit to the Binomial distribution at 1% significance level with n=3 and p- 0.22
Let X be the number of defect bottles from an operation of manufacturing water bottles in a carton of 24 bottles. A total of 40 cartons are inspected and the number of defect bottles for each carton are recorded in Table 2. i) Number of defects Frequency Probability Find the value of M. 0 3 0.0080 Table 2 14 0.0960 2 M 0.3840 3 7 0.5120 ii) Can we conclude that the number of defect bottles recorded fit to the Binomial distribution at 1% significance level with n=3 and p- 0.22
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
Do i) and ii)
![Let X be the number of defect bottles from an operation of manufacturing water bottles in a
carton of 24 bottles. A total of 40 cartons are inspected and the number of defect bottles for
each carton are recorded in Table 2.
i)
Number of defects
Frequency
Probability
Find the value of M.
0
3
0.0080
Table 2
1
14
0.0960
2
M
0.3840
3
7
0.5120
ii) Can we conclude that the number of defect bottles recorded fit to the Binomial distribution
at 1% significance level with n=3 and p= 0.2?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F53d7cf85-38ef-4e29-990a-1b88e048b96f%2F4d27d85e-9a6e-412f-b583-64e9b1ff630e%2Foepuefk_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Let X be the number of defect bottles from an operation of manufacturing water bottles in a
carton of 24 bottles. A total of 40 cartons are inspected and the number of defect bottles for
each carton are recorded in Table 2.
i)
Number of defects
Frequency
Probability
Find the value of M.
0
3
0.0080
Table 2
1
14
0.0960
2
M
0.3840
3
7
0.5120
ii) Can we conclude that the number of defect bottles recorded fit to the Binomial distribution
at 1% significance level with n=3 and p= 0.2?
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