Question: What theory states, “in the marketplace the social character of people’s labor is no longer apparent, and it is the products of their labor instead that interact and are prominent”?

Answer Choices:
Punctum
Phenomenology
Semiotics
Marxist theory

Answer: Marxist theory

Question: Which of the following does not describe Levi’s Go Forth ad campaign?

Answer Choices:
Echoes themes of manifest destiny and colonialism
Makes truth claims about freedom, patriotism, individuality, and the destruction of capitalism
Opposes their socialist objectives
Inspired by the passion Walt Whitman felt for the potential of America and promise of the future

Answer: Opposes their socialist objectives

Question: Barbara Kruger is known for her what?

Answer Choices:
Combination of type and image that conveys a direct feminist cultural critique
Kitsch pop surrealism
Signature use of colorful dots atop photographic images
Engaging and dramatic celebrity portraits

Answer: Combination of type and image that conveys a direct feminist cultural critique

Question: What is hyperreality?

Answer Choices:
The image of a celebrity
A journalism of the spectacle
A form of representation in which mediated images appear more real than reality itself
A social relation between people that is mediated by images

Answer: A form of representation in which mediated images appear more real than reality itself

Question: Commodity Culture is a term used to describe the culture of industrial capitalism.

Answer Choices:
True
False

Answer: True

Question: As a brand develops they began to create a personality.

Answer Choices:
True
False

Answer: True

Question: Which of the following statements is incorrect regarding the purpose of transforming a set of raw scores into a set of z-scores?

Answer Choices:
To ensure that the z-scores follow a normal distribution.
To create a distribution with a mean of 1 and a standard deviation of 0.
To enable the comparison of scores from two different distributions.
To describe the position of a raw score within the distribution of raw scores.

Answer: To create a distribution with a mean of 1 and a standard deviation of 0.

Question: What is a z-score?

Answer Choices:
A standardized measure of a data point’s deviation from the mean.
A standardized measure of a data point’s deviation from the standard deviation.
A measure of the range of data in a distribution.
A measure of central tendency.

Answer: A standardized measure of a data point’s deviation from the mean.

Question: The athletes on a specific team have the following scores: Mean self-confidence score μ = 13, with a σ = 4. Mean emotional regulation μ = 25, with a σ = 3. Mean stress management score μ = 7, with a σ = 3. Mean decision-making score μ = 26.5, with a σ = 5. For a particular athlete, their scores are as follows: Self-confidence: 17 Emotional regulation: 19 Stress management: 13 Decision-making: 19 The coach has requested a numerical analysis to pinpoint the specific area that may need the most improvement for this athlete to reach the team’s level. Furthermore, the coach would like to identify the athlete’s strongest area that surpasses the team’s standards and should be acknowledged. Perform the required analysis and respond to the following questions. In which area does this athlete need the most improvement to reach the team’s level?

Answer Choices:
Emotional regulation
Stress management
Self-confidence
Decision making

Answer: Emotional regulation

Question: What does a z-score of 0 indicate in a standard normal distribution?

Answer Choices:
The data point is close to the mean.
There is not a data point available.
The data point is at the mean.
The data point is two standard deviations below the mean.

Answer: The data point is at the mean.

Question: Which criteria must be met for an independent random sample? Please select all that are applicable.

Answer Choices:
Sampling must be done without replacement.
Sampling must be done with replacement.
The probability of being selected second for the sample is the same as the probability of being selected third.
The probability of being included in the sample is the same for all members of the population of interest.

Answer: Sampling must be done without replacement.
The probability of being included in the sample is the same for all members of the population of interest.

Question: Match the percentage range to the corresponding standard deviation in the empirical rule:

Answer Choices:
68%
95%
99.7%

Answer: Within one standard deviation of the mean – 68%
Within two standard deviations of the mean – 95%
Within three standard deviations of the mean – 99.7%

Question: An elementary school has been monitoring the fruit servings consumed by students during lunch time. The data shows that the fruit consumption follows a normal distribution, with a mean μ = 1.2 fruit servings and a standard deviation σ = 0.4. The principal believes that students who consume 2 or more fruit servings during lunch can be classified as having high fruit consumption. What proportion of the student population falls into this high fruit consumption category?

Answer Choices:
0.2266
0.9772
0.0228
0.7734

Answer: 0.0228

Question: A county conducted an analysis to determine the monthly usage of plastic bottles by its residents. The study found that, on average, residents use a mean μ = 24 water bottles, with a standard deviation σ = 4. It was also determined that the monthly usage of plastic bottles follows a normal distribution. How many plastic bottles (hint: this is a raw score) would a resident use in a typical month if their usage is exactly one standard deviation below the county’s average?

Answer Choices:
28
32
20
16

Answer: 20

Question: What does an increase in the sample size generally do to the standard error of the mean?

Answer Choices:
It increases.
It decreases.
It remains the same.
It doubles.

Answer: It decreases.

Question: Which of the following conditions are necessary for the distribution of sample means to be almost perfectly normal (individually or in combination)? Please select all that apply.

Answer Choices:
The population from which the samples are selected is positively skewed.
The number of scores (n) in each sample is exactly 20.
The number of scores (n) in each sample is relatively small, typically less than 30.
The population from which the samples are selected is a normal distribution.
The number of scores (n) in each sample is relatively large, at least 30.

Answer: The population from which the samples are selected is a normal distribution.
The number of scores (n) in each sample is relatively large, at least 30.

Question: You conducted a study on the levels of the employees’ productivity for one company. You find that for all the employees’ the population mean μ = 80 and the population standard deviation σ = 10. Imagine that you compile all possible samples of n= 25 employees’ from that company, and the sample mean is calculated for each sample, then what is the average value for all of the sample means?

Answer Choices:
800
80
8
250

Answer: 80

Question: Imagine that you compile all possible samples of n = 12 employees’ from a company. When you calculate the mean job satisfaction for each sample (M) and create a frequency distribution of these means, this distribution is commonly known as:

Answer Choices:
The distribution of single means
The Law of large numbers
The distribution of sample means
The Central Limit Theorem

Answer: The distribution of sample means

Question: You conducted a study on the levels of the employees’ productivity for one company. You find that for all the employees’ the population mean μ = 80 and the population standard deviation σ = 10. You select a random sample of n = 18 employees’. In this sample, you find that the population mean μ = 80 and a population standard deviation σ = 10. The difference between M and μ is due to the:

Answer Choices:
Central Limit Theorem
Law of large numbers
Sampling error
Systematic error

Answer: Sampling error