UNIT 8
Estimating the Expectation
A measurement follows the normal distribution with a standard deviation of
15 and an unknown expectation μ. You can consider that measurement to
be the "original" distribution. Two statisticians propose two distinct ways to
estimate the unknown quantity μ with the aid of a sample of size 36. They
will do that by evaluating two different SAMPLING DISTRIBUTIONS to
determine which method is better. There are two statisticians involved in
this task: statistician "A" and statistician "B." Statistician A proposes to use
the sampling distribution of the sample average as an estimate.
Statistician B proposes to use the sampling distribution of the sample
median instead. In order to choose between the two options they agree to
prefer the statistic that has a smaller variance (with respect to the sampling
Question 1
Assume that the actual expectation of the measurement is equal to 5 (μ=5). Then the e
Answer:
5
Feedback
The correct answer is: 5
Question 2
Assume that the actual expectation of the measurement is equal to 5 (μ=5). Then the s
Answer:
2.5
Feedback
The correct answer is: 2.5
Question 3
Assume that the actual expectation of the measurement is equal to 5 (μ=5). Then the e
, that are presented in the book. Choose the option closest to the outcome of the simulati
Select one: a. 2.3
b. 3.7
c. 4.1
d. 5.0
Feedback
The correct answer is: 5.0
Question 4
Assume that the actual expectation of the measurement is equal to 5 (μ=5). Then the stan
Select one: a. 2.0
b. 2.5
c. 3.0
d. 3.5
Feedback
The correct answer is: 3.0
Question 5
Assume that the actual expectation of the measurement is equal to 2.3 (μ=2.3). Then t