What can you conclude? show step by step procedure using BOTH p-value and critical region Explain solution in the most simple practical terms An outbreak of Salmonella-related illness was attributed to ice cream produced at a certain factory. Scientists measured the level of Salmonella in 9 randomly sampled batches of ice cream. The levels (in MPN/g) were: 0.593 0.142 0.329 0.691 0.231 0.793 0.519 0.392 0.418. Is there evidence that the mean level of Salmonella in the ice cream is greater than 0.3 MPN/g? Use historical standard deviation of 0.3
What can you conclude? show step by step procedure using BOTH p-value and critical region Explain solution in the most simple practical terms An outbreak of Salmonella-related illness was attributed to ice cream produced at a certain factory. Scientists measured the level of Salmonella in 9 randomly sampled batches of ice cream. The levels (in MPN/g) were: 0.593 0.142 0.329 0.691 0.231 0.793 0.519 0.392 0.418. Is there evidence that the mean level of Salmonella in the ice cream is greater than 0.3 MPN/g? Use historical standard deviation of 0.3
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
- What can you conclude? show step by step procedure using BOTH p-value and critical region
- Explain solution in the most simple practical terms
- An outbreak of Salmonella-related illness was attributed to ice cream produced at a certain factory. Scientists measured the level of Salmonella in 9 randomly sampled batches of ice cream. The levels (in MPN/g) were: 0.593 0.142 0.329 0.691 0.231 0.793 0.519 0.392 0.418. Is there evidence that the
mean level of Salmonella in the ice cream is greater than 0.3 MPN/g? Use historical standard deviation of 0.3
Expert Solution
Step 1
1.
Given
The given data is as follows:
Sample size,
The levels (in MPN/g) were: 0.593, 0.142, 0.329, 0.691, 0.231, 0.793, 0.519, 0.392, 0.418
Historical standard deviation is the population standard deviation,
The general level of significance of has been assumed as nothing has been mentioned in the question.
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