Answer:
<em>This is evidence for explicit stereotyping</em>
Explanation:
Explicit stereotyping is the kind that you deliberately think about and report, like the example of the question about Hummert and colleagues.
Answer: 73,57%.
Explanation:
We need to find P(Z > 24.8)
To answer this question, we use the central limit theorem.
Where:
- X = Sample mean
- U = Population mean
- S = Population standard deviation
- n = sample size
Hence, replacing
Z =
Z = 0.63
We look up 0.63 on the normal distribution table, and we obtain 0.7357
Therefore, the probability that in a radom sample of 63 men, the mean marriage age is less than 24.8 years is 73,57%.
Answer:
The theory that suggests the student will work only as hard as necessary to earn a C grade is: expectancy theory.
Explanation:
Expectancy Theory is related to motivation and behavior. According to it, people choose a certain behavior instead of others only when motivated by the outcome brought by that behavior. Applying it to the scenario we are analyzing here: the student does not see any advantages in working hard to achieve grades higher than C. Higher grades will not change the outcome, so there is no reason to spend more time and energy to get them. Thus, he chooses the behavior that he feels motivated enough to perform.
I'd say it would be Catholicism