Many variables in
medicine follow a normal distribution where there are approximately
an equal number of values below the mean as above the mean.
Describe two variables that would probably follow a normal
distribution. Also note which of the two variables would be likely
to have a larger standard deviation and why.
As an alternative
question, what are some other potential probability distributions
in the health care field such as bimodal, skewed, or exponential
and give variables that would probably...
Give me a real-life example of a data distribution that you *think* is approximately normal, but with a large spread (i.e. large standard deviation). Use Google or other research methods to find the mean and standard deviation to support your claim. What reasons or conditions attribute to the large variation? Do some research, but do not give me a numerical example. a data distribution that you *think* is approximately normal, but with a very small spread (i.e. small standard deviation)....
Find an example of application of Normal Distribution (or
approximately Normal Distribution) in your workplace or business or
any example of Normal Distribution. Prove that the variable has the
characteristics of a Normal Distribution. Recall that the variable
must be continuous and the distribution must be symmetrical (or
approximately symmetrical). To prove that the distribution is
approximately symmetrical select 20 random observations
(measurements/data) of the variable and run a Descriptive
Statistics using your calculator or Excel. Just copy the output...
The GPAs of all students enrolled at a large university have an
approximately normal distribution with a mean of 3.02 and a
standard deviation of 0.29 . Find the probability that the mean GPA
of a random sample of 20 students selected from this university is
2.87 or lower. Round your answer to four decimal places. P ( x ¯ ≤
2.87 ) =
PLEASE SHOW WORK
The quantitative reasoning GRE scores are known to approximately
have a Normal distribution with a mean of = 151.3 points and a
standard deviation of = 8.7 points.
a. Use the Empirical Rule to specify the ranges into which 68%,
95%, and 99.7% of test takers fall. Include a picture to illustrate
the ranges.
b. A graduate program in Public Policy Analysis admits only
students with quantitative reasoning GRE scores in the top 30%.
What is the lowest...
Give some examples of procurement strategies that have been
used? What was good and what was bad about them? Did the lessons
learned make a difference at all? How? What would you have done
differently and why?
4]The GPAs of all students enrolled at a large university have
an approximately normal distribution with a mean of 3.02 and a
standard deviation of .29. Find the probability that the mean GPA
of a random sample of 20 students selected from this university is
2.93 to 3.11
The amounts of electricity bills for all households in a
particular city have approximately normal distribution with a mean
of $140 and a standard deviation of $30. A researcher took random
samples of 25 electricity bills for a certain study.
a. Based on this information, what is the expected value of the
mean of the sampling distribution of mean?
b. What is the standard error of the sampling distribution of
mean?
c. If his one sample of 25 bills has...
Melons from a certain large distributor have diameters that
follow an approximately normal distribution with a mean of 133
millimeters (mm) and a standard deviation of 5 mm.
a. If a melon from this distributor is randomly selected,
calculate the probability that the melon will have a diameter that
is greater than 137 mm.
b. Calculate the diameter of a melon such that 15 percent of
this distributor’s melons have a larger diameter.
c. Suppose a customer randomly selects melons...
Given the shortcomings of the normal distribution in modeling
some financial variables, why do you think the normal distribution
is still used? What are the advantages of its continued use in
financial modeling? Are fund managers and others who use risk
values based on the normal distribution acting responsibly? Why or
why not?