Rosario most likely attended a situational interview. Situational interview questions ask you to reply hypothetically to a circumstance that might arise at work.
In these interviews interviewer is interested in learning how you would respond to a problem at work. Then, your reply will be compared to those of the other applicants.
Situation-based interview questions frequently ask candidates to solve problems and deal with challenging situations at work.
The best responses to scenario-based interview questions give specific instances of how you handled situations comparable to the one in question. However, you can also share some details about how you expect you would react to the situation. By doing this, you'll be giving the interviewer knowledge that is based on situations you actually encountered and overcame.
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Win-Win deal, effective negotioation considers what is best for all parties.
If 35 million tons of emissions permits are auctioned off, compared to each person getting 10 pounds of untradable emissions, it is a. better, because it lowers the cost of emissions abatement.
<h3>Why is it better?</h3>
If everyone got 10 pounds of untradable emission, the amount of emissions would be:
= (10 x 7 billion) / 2,000 pound per ton
= 35 million pounds
This is the same as the total amount of the emission permits but it is still more expensive than issuing permits because those permits are tradable.
Non-tradable permits will mean that some will exceed their permit and will be unable to share their emissions.
Find out more on emission permits at brainly.com/question/5130019.
Answer:
Three cases are considered: First case is to construct a small factory, second is to construct a large factory and third is to do nothing.
Construct a Small Facility is the most suitable option from the business perspective which makes case 1 recommended.
Explanation:
Case 1 - Construct a small facility
Return = [P(High Demand) x Revenue in case of High Demand] + [P(Low Demand) x Revenue in case of Low Demand] - Cost of Setup
= [ 0.4 x 12 ] + [ 0.6 x 10 ] - 6 = $ 4.8 million
Case 2 - Construct a Large Facility
Return = [P(High Demand) x Revenue in case of High Demand] + [P(Low Demand) x Revenue in case of Low Demand] - Cost of Setup
= [0.4 x 14] + [0.6 x 10] - 9 = $ 2.6 million
Case 3 - Do Nothing
Return = 0
<span> 50 percent
Hope this helps!</span>