## Answer for QNT 561 Final Exam

Answer for QNT 561 Final Exam

1) Which of the following measures of central location is affected most by extreme values?

2) Which level of measurement is required for the median?

3) Which level of measurement is required for the mode?

4) In a set of observations, which measure of central tendency reports the value that occurs most often?

5) The weighted mean is a special case of what?

6) A sample of 5 companies were examined for changes in their relative market share. The results showed the following increases and decreases: -5 10 10 5 -10.

## QNT 561 Final Exam

QNT 561 Final Exam  in \$12 only 1. A difference between calculating the sample mean and the population mean is
2. Only in the symbols, we use instead of ì and n instead of N
B. We divide the sum of the observations by n – 1 instead of n
C. The observations are ranked and select the middle value for the population mean
D. There are no differences
3. Which of the following measures of central location is affected most by extreme values?
A. Median
B. Mean
C. Mode
D. Geometric mean
4. Which level of measurement is required for the median?
A. Nominal
B. Ordinal
C. Interval
D. Ratio
5. In which of the following distributions is the probability of a success usually small?
A. Binomial
B. Poisson
C. Hyper geometric
D. All distribution
6. Which of the following is not a requirement of a probability distribution?
A. Equally likely probability of a success
B. Sum of the possible outcomes is 1.00
C. The outcomes are mutually exclusive
D. The probability of each outcome is between 0 and 1
7. Which of the following is not a requirement of a binomial distribution?
A. A constant probability of success
B. Only two possible outcomes
C. A fixed number of trails
D. Equally likely outcomes
8. A sample
A. Is a part of the population
B. Has more than 30 observations
C. Is usually identified as N
D. All of the above
9. The difference between the sample mean and the population mean is called the
A. Population mean.
B. Population standard deviation
C. Standard error of the mean
D. Sampling error
10. Suppose a population consisted of 20 items. How many different sample of n = 3 are possible?
A. 6840
B. 1140
C. 20
D. 120
11. A point estimate is
A. Always an estimate of the population mean
B. Always equal to the population value
C. An estimate of the population parameter
D. None of the above
12. We wish to develop a confidence interval for the population mean. The population follows the normal distribution, the standard deviation of the population is 3, and we have a sample of 10 observations. We decide to use the 90 percent level of confidence. The appropriate value of to represent the level of confidence is
A. z =1.65
B. z = 1.96
C. t = 1.833
D. t = 1.812
13. A confidence interval
A. Always includes the population parameter
B. Decreases in width as the sample size is increased
C. Cannot include a value of 0
D. None of the above
14. The Special Rule of Addition is used to combine
A. Independent events
B. Mutually exclusive events
C. Events that total more than one
D. Events based on subjective probabilities
15. We use the General Rule of Multiplication to combine
A. Events that are not independent
B. Mutually exclusive events
C. Events that total more than 1.00
D. Events based on subjective probabilities
16. An experiment is a
A. Collection of events
B. Collection of outcomes
C. Always greater than 1
D. The act of taking a measurement or the observation of some activity
17. Which of the following statements is true regarding a sample?
A. It is a part of population
B. It must contain at least five observations
C. It refers to descriptive statistics
D. All of the above are correct
18. Which of the following statements is true regarding a population?
A. It must be a large number of values
B. It must refer to people
C. It is a collection individuals, objects, or measurements
D. None of the above
19. A nominal scale variable is
A. Usually the result of counting something
B. Has a meaningful zero point
C. May assume negative values
D. Cannot have more than two categories
20. In a two-sample test of means for independent samples, the equal sign always appears in
A. The null hypothesis
B. The alternate hypothesis
C. The upper tail of the test statistic
D. None of the above
21. The alternate hypothesis
A. Is accepted if the null hypothesis is rejected
B. Will always contain the equal sign
C. Tells the value of the sample mean
D. None of the above
22. Which of the following is a requirement for a two-sample test of proportions?
A. The population standard deviations are equal
B. Both populations are positively skewed
C. Both samples are at least 30
D. n and n(1-) are both greater than 5
23. In a contingency table
A. The number of rows must be the same as the number of columns
B. A variable is classified according to two criteria
C. There must be at least 10 observations in each cell
D. All of the above
24. To conduct a nonparametric test the
A. Population must follow the normal distribution
B. The standard deviation must be known
C. It is not necessary to make any assumption about the shape of the population
D. The data must be at least interval scale
25. In a goodness-of-fit test where the sample size is 200, there are 5 categories, and the significance level is .05. The critical value of X2 is
A. 9.488
B. 11.070
C. 43.773
D. None of the above
26. A dummy variable or indicator variable
A. May assume only a value of 0 or 1
B. Is another term for the dependent variable
C. Is found by (Y – Y’)
D. Is equal to Y’
27. The multiple standard error of estimate is
A. Is based on the (Y – Y’)2
B.Is negative when one of the net regression coefficients is 0
C. Is found by taking the square root of SSR/SS total
D. All of the above
28. A correlation matrix
A. Shows all simple coefficients of correlation
B. Shows all possible net regression coefficients
C. Shows the correlations that are positive
D. Reports the multiple regression equation

29. The difference between a random variable and a probability distribution is:

A. A random variable does not include the probability of an event.
B. A random variable can only assume whole numbers.
C. A probability distribution can only assume whole numbers.
D. None of the above.

30. The mean and the variance are equal in
A. The binomial distribution.
B. All probability distributions.
C. The Poisson distribution.
D. The hypergeometric distribution.

31. Events are independent if
A. The probability of their occurrence is greater than 1.
B. By virtue of one event happening another cannot.
C. We can count the possible outcomes.
D. The probability of one event happening does not affect the probability of another event happening.

32. Which of the following is a correct statement about a probability?
A. It may assume negative values.
B. It cannot be reported to more than 1 decimal place.
C. It may range from 0 to 1.
D. It may be greater than 1.

33. The ratio scale of measurement
A. Cannot assume negative values.
B. Is usually based on counting.
C. Usually involves ranking.
D. Has a meaningful zero point.

34. In a two-sample test of means for independent samples, we use the z distribution when
A. Both populations have at least 4,000 observations.
B. nB and n(1-B) are both greater than 5.
C. The population standard deviations are equal.
D. Both population standard deviations are known

35. Which of the following is not a characteristic of the X2
A. It is not negative.
B. It approaches a normal distribution as the degrees of freedom increase.
C. Its shape is based on the sample size.
D. It is positively skewed.

36. In a multiple regression equation
A. There is only one dependent variable.
B. The R2 term must be at least .50.
C. All the regression coefficient must be between -1.00 and 1.00.
D. None of these

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## QNT351 Week 5

QNT351 Week 5 QNT351 Week 5

QNT 351 Entire Week 5

QNT 351 CompleteWeek 5

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1. QNT351 Week 5 DQ 1.docx
2. QNT351 Week 5 DQ 2.docx
3. QNT351 Week 5 DQ 3.docx
4. QNT351 Week 5 DQ 4.docx
5. QNT351 Week 5 DQ 5.docx
6. QNT351 Week 5 Learning Team Assignment – Analyzing and Interpreting Data.docx
7. QNT 351 Week 5 Learning Team Assignment Analyzing and Interpreting Data Presentation.docx
8. QNT 351 Week 5 Learning Team Assignment Analyzing and Interpreting Data Presentation.pptx

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## QNT 351 Full Week 4

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QNT 351 Full Week 4

QNT351 Full Week 4

Answer for QNT 351 Entire Week 4

You will get following files with the answer:

1. QNT351 Week 4 DQ 1.docx
2. QNT351 Week 4 DQ 2.docx
3. QNT351 Week 4 DQ 3.docx
4. QNT351 Week 4 DQ 4.docx
5. QNT351 Week 4 DQ 5.docx
6. QNT351 Week 4 Learning Team Paper – Reflection.docx
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## Complete QNT 351 Week 3

QNT 351 Week 3

QNT351 Week 3

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1. QNT351 Week 3 DQ 1.docx
2. QNT351 Week 3 DQ 2.docx
3. QNT351 Week 3 DQ 3.docx
4. QNT351 Week 3 DQ 4.docx
5. QNT351 Week 3 DQ 5.docx
6. QNT351 Week 3 Learning Team Paper – Summarizing and Presenting Data.docx
7. QNT351 Week 3 MyStatLab Problems.docx Need Assistance…??  email us at [email protected].

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## QNT561 Final Exam

1. The average salary for a certain profession is \$64,500. Assume that the standard deviation of such salaries is \$32,000. Consider a random sample of 50 people in this profession and let x represent the mean salary for the sample.

2. The data on age in years and title of 12 of the most powerful women in Country A are shown in the table to the right:

3. When bonding teeth, orthodontists must maintain a dry field. A new bonding adhesive has been developed to eliminate the necessity of a dry field…Tests on a sample of 10 extracted teeth bonded with the new adhesive resulted a mean breaking strength (after 24 hours) of MPA and a standard deviation of MPA. Orthodontists want to know if the true mean breaking strength is less than 6.00 MPA , the mean breaking strength of the composite adhesive.

4. A local news weatherman is researching average temperatures in Celsius and Fahrenheit for the Cleveland area over the last ten years. The data being collected can be categorized as.

5. Jason is designing a survey to measure the extent to which college students who own an Ipod will recommend that others should also buy an Ipod. He has created the following measure:

6. A newspaper reported the results of a survey on the planning habits of men and women…54% men and 45% women answered “I keep them in my head”. A nationally representative sample of 1,000 adults participated in the survey (500 men, 500 women).

7. Suppose you wish to estimate the population mean correct to within 0.15 with the confidence level of 0.90. You do not know q^2, but you know that the observations will range in value between 32 and 40.

8. A business study conducted by researchers showed a positive correlation between employee engagement and customer satisfaction. This is an example of what type of research?

9. ________are summary descriptors of variables of interest in the population.

## QNT 351 Week 2

QNT/351 Week 2

QNT 351 Week 2

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Following files are available with the answer:

1. QNT351 Week 2 DQ 1
2. QNT351 Week 2 DQ 2
3. QNT351 Week 2 DQ 3
4. QNT351 Week 2 DQ 4
5. QNT351 Week 2 DQ 5
6. QNT351 Week 2 Learning Team Paper – Data Collection
7. QNT351 Week 2 Learning Team Presentation – Data Collection
8. QNT351 Week 2 MyStatLab Problems Need Assistance…??  email us at caresolvemyquestion.com.

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## Full Week One QNT 351 Week 1

QNT351 Week 1

QNT 351 Week 1

QNT351 Week 1

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1. QNT351 Week 1 DQ 1
2. QNT351 Week 1 DQ 2
3. QNT351 Week 1 DQ 3
4. QNT351 Week 1 DQ 4
5. QNT351 Week 1 DQ 5
6. QNT351 Week 1 Individual Assignment – Statistics in Business Need Assistance…??  email us at caresolvemyquestion.com.

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## Entire Course QNT 351

Entire Course QNT/351

Entire Course QNT351

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