If the standard deviation of the length of the candies is less than 0.5 inches, there is a probability that it will not fit the pre-made wrappers. Suppose that in a sample of 20, the standard deviation is 0.3 inches, is there a strong evidence to indicate that the standard deviation is less than 0.5 inches? Indicate the alternative hypothesis. * D[ Ha: o > 0.5] The standard deviation of the length of the candies is more than 0.5 inches D[ Ha: o < 0.5] The standard deviation of the length of the candies is less than 0.5 inches )[ Ha: o + 0.5] The standard deviation of the length of the candies is not equal to 0.5 inches
If the standard deviation of the length of the candies is less than 0.5 inches, there is a probability that it will not fit the pre-made wrappers. Suppose that in a sample of 20, the standard deviation is 0.3 inches, is there a strong evidence to indicate that the standard deviation is less than 0.5 inches? Indicate the alternative hypothesis. * D[ Ha: o > 0.5] The standard deviation of the length of the candies is more than 0.5 inches D[ Ha: o < 0.5] The standard deviation of the length of the candies is less than 0.5 inches )[ Ha: o + 0.5] The standard deviation of the length of the candies is not equal to 0.5 inches
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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![If the standard deviation of the length of the candies is less than 0.5 inches, there is a
probability that it will not fit the pre-made wrappers. Suppose that in a sample of 20,
the standard deviation is 0.3 inches, is there a strong evidence to indicate that the
standard deviation is less than 0.5 inches? Indicate the alternative hypothesis. *
D[ Ha: o > 0.5] The standard deviation of the length of the candies is more than 0.5 inches
D[ Ha: o < 0.5] The standard deviation of the length of the candies is less than 0.5 inches
)[ Ha: o + 0.5] The standard deviation of the length of the candies is not equal to 0.5 inches](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe54a532a-4cd2-45e2-bf1c-faec3e7a5942%2Fa1bb036e-1485-4045-bb03-35ea41238bcf%2F0uvjz8r_processed.jpeg&w=3840&q=75)
Transcribed Image Text:If the standard deviation of the length of the candies is less than 0.5 inches, there is a
probability that it will not fit the pre-made wrappers. Suppose that in a sample of 20,
the standard deviation is 0.3 inches, is there a strong evidence to indicate that the
standard deviation is less than 0.5 inches? Indicate the alternative hypothesis. *
D[ Ha: o > 0.5] The standard deviation of the length of the candies is more than 0.5 inches
D[ Ha: o < 0.5] The standard deviation of the length of the candies is less than 0.5 inches
)[ Ha: o + 0.5] The standard deviation of the length of the candies is not equal to 0.5 inches
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