Answer:
$490
Explanation:
Let xR be the revenue function
xR = (4 + 0.2(x))(100 - 2x) = 400 + 12x - 2x²/5
Maximum revenue occurs when xR = 0:
xR = 12 - 4x/5 = 0
x = 15
Admission price = 4 + (0.2*15) = 4 + 3 = $7
Max revenue = $7 * (100 - (15*2) = 7 *70 = $490
On-the-job training method would be most effective for training employees about ethical dilemmas and ethical decision making.
<h3>What is On-the-job training method?</h3>
On-the-job training is an important topic of human resource management. It helps develop the career of the individual and the prosperous growth of the organization. On-the-job training, also known as OJT, is a hands-on method of teaching the skills, knowledge, and competencies needed for employees to perform a specific job within the workplace. Employees learn in an environment where they will need to practice the knowledge and skills obtained during their training. Also learn about the suitability, merits and demerits of different on the job training methods. In the on-the-job training method, the employees are trained on-the-job at their workplace. This is a common method of training for employees performing operative functions.
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I think it’s B I had this question before
Answer:
The proportion of people in your sample whose response is yes=40 people
Explanation:
<em>Step 1: Determine the statistical proportion that will say yes</em>
Proportion=40%=40/100=0.4
<em>Step 2: Determine the proportion in the sample that will say yes</em>
The proportion in the sample can be expressed as;
P=S×Z
where;
P=proportion in the sample
S=statistical proportion
Z=sample size
In our case;
P=unknown to be determined
S=40%=40/100=0.4
Z=100
replacing;
Proportion in the sample=0.4×100=40
The proportion of people in your sample whose response is yes=40 people
The students who will receive the vaccines if the University Health Center sells them for $20.00 are the students who will pay for them at that price.
<h3>Who will receive the vaccines?</h3>
The University Health Center has set a price of $20.00 for the vaccines which means that if a person wants a vaccine, they need to pay $20.
The people who will receive the vaccines therefore, are those students who are willing to pay for the vaccines at the price of $20.00.
Full question is:
University Health Center receives 500 flu vaccinations at the beginning of each flu season. Suppose they offer these vaccines for $20.00 each. Assume that college students have varying budgets, some have some money to spare, some are on a very tight budget. Some students have pre‑existing conditions, such as asthma and diabetes, that place them at high risk for the flu.
Who will receive the vaccines if the University Health Center sells them for this price?
- the students who will pay for them at that price
- the students who most need them the students with asthma and diabetes
- the students who most want them
Find out more on market pricing at brainly.com/question/12960067.
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