Answer:
$55,054
Explanation:
Calculation for how much must the real estate sell for
Sales price =($50,000 + 1,200)/(100% - 7%)
Sales price=$51,200/0.93
Sales price =$55,053.76
Sales price =$55,054 (Approximately)
Therefore the amount that the real estate must sell for if the selling costs include a 7% commission and $1,200 in other expenses will be $55,054
Answer:
committed the fallacy of avoiding the issue.
Explanation:
The fallacy of avoiding the issue is also called the fallacy of irelevant conclusion or a red herring.
It occurs when an individual avoids dealing with an issue that he has a problem with.
In the given scenario the issue is whether bluegrass is better than Alfa Alfa for cattle in the Midwest.
Instead of Juan to address the issue he is arguing that the U.S. Department of Agriculture is a bloated bureaucracy with too much fat that deserves to be cut in the next federal budget bill.
He is not addressing the main issue
Answer:
The Answer is D: Nominal group technique
Explanation:
From the question, it is clear that the CEO of Mi Ola is encouraging everyone to bring up that idea they have in mind. She is encouraging everyone to make a decision as it is never wrong as long as you're moving. Bounded rationality talks about making rational decisions that will most likely satisfy personal needs. This does not seem to be the kind of statement made here. The statement is like a booster to everyone to come up with ideas, which bring us to the concept of nominal group technique. This technique encourages contributions from an entire team and encourages swift agreement on the relative significance of problems, issues, and solutions.
The answer that best fits the blank space in the question is (A) city.
Infrastructure generally refers to <em>the essential facilities and systems that serve an area, which can apply to a city, country, or even smaller regions such as a village</em>.
Infrastructure does not only apply to physical structures such as roads and water supplies, but also to things such as educational programs and emergency services.
