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For this and the next 2 questions. An investment company claims that the average annual return on a well-diversified stock portfolio is 11.5%. You wish to test the validity of this claim. You then collect a random sample of 50 stocks across various industries and find that x-bar = 10.8% and s = 3.4%. You wish to conduct a test of hypothesis (alpha = 0.05) to see whether there is sufficient evidence to reject the claim. Which one of the following is the correct statement of hypothesis?
Question 1
1.645
-1.4558
-0.206
None of the above
1 points
Question 2
0.00
About 0.43
About 0.14
2.
H0: μ ≤ $344; H1: μ > $344
H0: μ = $344; H1: μ ≠ $344
H0: μ ≥ $344; H1: μ < $344
Question 3
0.15455
0.491
5.354
Question 4
About 0.00
About 0.3254
About 0.01
Question 5
Do NOT reject H0. P-value > level of significance. There is no evidence that weekly earnings for FTE employees are greater than $344.
Reject H0. P-value < level of significance. There is evidence that weekly earnings for FTE employees is greater than $344
Reject H0. P-value > level of significance. There is no evidence that weekly earnings for FTE employees are greater than $344.
Question6
I and II
I and III
II and IV
III and IV
Question 7
II and III
I and IV
Question 8
H0: p ≠ 0.58 or 58%; H1: p = 0.58 or 58%
H0: p = 0.58 or 58%; H1: p ≠ 0.58 or 58%
H0: p ≤ 0.58 or 58%; H1: p > 0.58 or 58%
H0: p ≥ 0.58 or 58%; H1: p < 0.58 or 58%
Question 9
Two-tail with critical Z values of ±1.285
One-tail (right-tail) with critical Z value of 1.285
One-tail (left-tail) with critical Z value of -1.285
Question 10
-1.0171
1.285
-17.24
Question 11
About 0.15 *
About 0.05
About 0.45
Question 12
You should reject the null hypothesis
You should not reject the null hypothesis
You should reject the null if n > 30, otherwise do not reject
You should accept the alternative hypothesis
You have incomplete information to make a conclusion. You need to know the standard deviation and sample size
Write a project proposal on relationship between speed, flow and geometry on single carriageway roads.
Compute the log-odds ratio for each group in Logistic regression model.
Foundations of Logistic Regression
The tubes produced by a machine are defective. If six tubes are inspected at random , determine the probability that.
o This is a linear model. If your model needs a different engine, then you need to rethink your approach to the model. Remember, there are no IF, Max, or MIN statements in linear models.
Plan the analysis
State the hypotheses that you are going to test.
modelise as a markov chain
What are the degrees of freedom for regression
Construct a frequency distribution for Payment method
Perform simple linear regression
Determining the root causes
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