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Refer to given Exercise about hours of sleep per night for college students. Draw a picture of the distribution. Indicate the locations of the three intervals found in Exercise. Use given Figure for guidance.
Exercise The typical amount of sleep per night for college students has a bell-shaped distribution with a mean of 7 hours and a standard deviation equal to 1.7 hours. Use the Empirical Rule to complete each sentence:
a. About 68% of college students typically sleep between and hours per night.
b. About 95% of college students typically sleep between and hours per night.
c. About 99.7% of college students typically sleep between and hours per night.
Find a 95% confidence interval for the true proportion of all medical students who plan to work in a rural community.
find the P-value associated with each of the given below values of the test statistic. (Give the answers to four decimal places.) (a) z = 1.20
State a hypothesis related to this study that would cause you to conduct a one-tailed test. State a hypothesis related to this study that would cause you to conduct a two-tailed test.
The following exercises involve constructing definitions:- Construct lexical definitions for "capital" and "depression," and indicate two different meanings for each.
please respond with your thoughtsopinions and use examples to support your answer on the two separate posts in at least
Identify the sample and population. Also, determine whether the sample is likely to be representative of the population.
a shipping company claims its boxes can carry 36 lb. the production design allows the boxes to be uniform in
how do you find chi square left and chi square right using the ti-84 plus given that you know the confidence level
Test the hypothesis H0:µ X‾ and s: (a) X‾= 44, s = 10, (b) X‾= 43, s = 10, (c) X‾ = 43, s = 2.- Repeat given Exercise, except test H0:µ > 42.
The marketing director of a large department store wants to estimate the average number of customers who enter the store every five minutes.
If the purchase price for a tree is po = €30 which she then sells at ps = €50, assuming she cannot recover any value at all from any unsold tree, what is the quantity of trees she should purchase in order to maximize her expected pro..
number of products with errors within a day is distributed as......x............ 0........... 1........... 2......... 3
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