Answer:
Explanation:
A supervisor is a job position that involves management it gives authority over some set of people which include workers in a work place, students.
A supervisor ensures things are done the normal way and that rules and regulations are been upheld. A supervisor who discloses his role to his student violates supervision competence he is not to disclose or discuss his role to the student or team he or she manages.
Which of the following prohibits consumers from taking cash from manufacturers, suppliers, or their representatives for making recommendations, reviews, or endorsements, unless full disclosure is provided?
A. The world of mouth Marketing association's ethics code.
B. The fourth principle of IMC
C. The American associations of advertising agencies creative
Answer:
A. The world of mouth Marketing association's ethics code.
Explanation:
The world of mouth Marketing association's is an organization which was founded in 2004 and ensures healthy word of mouth and social media marketing . It ensures a honest form of Relationship, Opinion, and Identity between the Producers and consumers.
The organization has ethics code which prohibits consumers from taking cash from manufacturers, suppliers, or their representatives for making recommendations, reviews, or endorsements, unless full disclosure is provided.
Describe where you are (in your life) and what you want to learn
Answer:
Im nearing midlife and i want to learn what life could really have in store for me and what challenges im going to face
Explanation:
When a person makes a moral decision based on wanting to make sure that the decision is acceptable in the community, the person's moral reasoning is at the ________ level.
Answer:
Conventional.
Explanation:
This was been propounded by Lawrence Kohlberg where it was explained to have different levels of reasoning. The conventional falls in as the second level of the many stages of reasoning. During this level, a child's reasoning is said to be tied to some traditional and mostly societal reasonings. Also during this conventional level, a child’s sense of morality is tied to personal and other factors that show relationships to his reasoning. It is seen that in this stage children seem to continue to accept the rules of authority figures, which is primarily based on the belief that this is necessary in keeping up their positive relationships and order in the society they find themselves.
Tyler is 14 years old. He has just been expelled from school for bringing a knife. He has been arrested on two previous occasions - once for beating up another boy very badly and another time for setting fire to his neighbor's barn. Tyler's parents are at their wit's end and don't know what to do. According to the DSM-5 Tyler would likely be diagnosed with: a. Antisocial Personality Disorder b. Conduct disorder c. Oppositional defiant disorder d. Psychopathy
Answer:
D. Psychopathy
why is society needed? write your opinion.
Answer:
Hence, in order to live the life in a very comfortable way, society is the most. Food, shelter, and clothes are essential for a person to live. ... The person needs the group of people of the society. In human life, there are so many threats like the danger of wild animals, natural calamities, theft and so on.
Explanation:
Most US adults have social ties with a large number of people, including friends, family, co-workers, and other acquaintances. It is nearly impossible for most people to reliably list all the people they know, but using a mathematical model, social analysts estimate that, on average, a US adult has social ties with people.1 A survey of randomly selected US adults who are cell phone users finds that the average number of social ties for the cell phone users in the sample was with a standard deviation of . Does the sample provide evidence that the average number of social ties for a cell phone user is significantly different from , the hypothesized number for all US adults?
Hello. This question is incomplete. The full question is:
Most US adults have social ties with a large number of people, including friends, family, co-workers, and other acquaintances. It is nearly impossible for most people to reliably list all the people they know, but using a mathematical model, social analysts estimate that, on average, a US adult has social ties with 634 people.1 A survey of 1700 randomly selected US adults who are cell phone users finds that the average number of social ties for the cell phone users in the sample was 664 with a standard deviation of 778. Does the sample provide evidence that the average number of social ties for a cell phone user is significantly different from 634, the hypothesized number for all US adults?
Answer:
The sample does not provide evidence that the average number of social ties for a cell phone user is significantly different from 634.
Explanation:
First, it is necessary to find out if the average number of social connections for a cell phone user is significantly different from 634 people. For this, we will consider:
H₀: The average number of social connections for a cell phone user is 634 people. For this we will use μ = 634.
Hₐ: The average number of social connections for a cell phone user is different from 634 people. For this we will use μ ≠ 634.
After these considerations we will adopt the following information:
n = 1700
'X = 664
SD = 778
We can see that the size of the sample is very large and as the population is unknown, we will use the concepts of the central limit theorem and adopt the average sample distribution in the same way as the normal distribution. For this reason, a single mean z test will be appropriate in this case.
After understanding the information, we can calculate the test value. For this it will be necessary to use the formula:
z= ('x-μ)/(SD/√n)
z =(664-663)/(778/√1700) = 1.59
When finding this value, you must take into account whether the p-value of the test is less than the significance level.
The p-value for the two-tailed test is found by the formula:
p - value = 2 * P (Z> 1.59)
p - Value = 2 [1-P (Z> 1.59)
p- value = 2 * (1-0.944) = 0.112
The p-test reveals a very high value in relation to the level of significance and shows that the null hypothesis must be rejected. Based on this, we can say that we have no factor that proves that the average number of social connections for a cell phone user is different from 634 people.