The question is not complete, last part of the question is missing which I write below;
Which of the following principles of economic interaction best describes this scenario?
And the answer is "trade can make everyone better off
".
Trade can make everyone better off in light of the fact that it enables nations or companies to work in what they excel at and to appreciate a more extensive assortment of products and ventures.
The three principles concerning economic interactions are:
(1) Trade can make everyone better off;
(2) Markets are generally a better way to arrange economic activity
(3) Governments can at times develop market outcomes.
Answer:
The answer is: Quantitative easing
Explanation:
Quantitative easing is a type of monetary policy in which the central bank purchases predetermined quantity or amount of government securities or other financial assets to increase the supply of money, encourage lending and investment and inject liquidity into the economy. It is a unconventional monetary policy which is used when the standard expansionary monetary policy is ineffective and during low or negative inflation.
<u>Therefore, the given policy is known as </u><u>Quantitative easing.</u>
Answer:
Referral
Explanation:
Referral is the term which is described as the act or way of telling someone or a person regarding the positive features or attribute of the business or the person, who is being referred by the person.
For example, referral is telling someone or person that the certain business or the person having a good product or the service, and then that person visit the place.
Under this scenario, Tom referred Tudor to contact them regarding the new game. So, it is an example which the Judy uses referral method or way with Tudor.
Answer:
The correct answer is B: The investment has a future value of $8,053
Explanation:
Giving the following information:
A lump sum of $5,000 is invested at 10% per year for five years. The company's cost of capital is 8%.
We need to calculate the final value of the investment. We will use the following formula:
FV= PV*(1+i)^n
FV= 5,000*1.10^5= $8,052.55
