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A pharmaceutical company claims that the average cold lasts an average of 8.4 days. They are using this as a basis to test new medicines designed to shorten the length of colds. A random sample of 106 people with colds, finds that on average their colds last 8.5 days. The population is normally distributed with a standard deviation of 0.9 days. At α=0.02, what type of test is this and can you support the company's claim using the p-value?
According to a national survey, the average commuting time for people who commute to a city with a population of 1 to 3 million is 19.0 minutes.
The scores of a sample of 30 students in one of the subjects of a certain University are shown in the table. Construct a dot plot for the data
Public Policy and Political Science In 2013, the mayor of North Olmsted, Ohio, began a mayor's court designed to hear cases involving traffic citations.
Find the coefficient of skewness, using the software. What do you conclude about the shape of the distribution of component size? Determine the first and third quartiles. Do not use the method described by Excel.
What is the relationship between the amount spent per week on food and the size of the family? Do larger families spend more on food?
Find the normal frequencies and the form of the normal modes for this system. Write down the form of the general motion.
For the actual percentage defective varying from 6% to 10% and ß varying from 8% to 12%, tabulate the minimum sample size required.
a) Name the experimental design applied in this study. b) Identify the experimental units in this study.
Define and describe each of the measures of association: OR, RR, ANOVA, and Correlations (1 page) Provide an example of a study that uses each of the six types of analyses (OR, RR, ANOVA, correlations, chi-square, t-tests) (1 - 2 pages)
Suppose you are conducting a test of independence. Specify the critical value under the following scenarios:
How large a random sample must be taken from a given distribution in order for the probability to be at least 0.99 that the sample mean will be within 2.
To test whether there is a tendency for cancer patients to hold on to life long enough to survive for a holiday or birthday, researchers gathered data
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