Answer:
a. standard of living.
Explanation:
<u>Per capita Gross Domestic Product (GDP) represents an economic scale that quantifies the economic output of a country in relation to the total population of that country.</u>
Mathematically, per capita GDP is derived by dividing the total GDP of a country by the population of that country. It gives an indication of how productive each individual of a country is and hence, a good measure of their standards of living.
<em>The correct option is therefore, </em><em>a</em><em>.</em>
Answer:
The correct answer is 23.86%.
Explanation:
According to the scenario, the given data are as follows:
Loan amount = $12,000,000
Time period = 12 months
Rate of interest = 21%
compensating balance = 12%
So we can calculate the effective rate of interest by using following method:
Effective rate of interest = (Loan amount × Interest Rate
) ÷ Loan amount × (1 – compensating balance )
By putting the value, we get:
= ( $12,000,000 × 0.21) ÷ ($12,000,000 × (1-0.12)
= 0.2386 or 23.86%
Answer:
C) Jean's department has developed a subculture
Explanation:
Based on the information provided within the question it can be said that Jean's department has developed a subculture. This refers to a culture within a larger culture. Which seems to be the case since the company itself focuses solely on low risk taking and high attention to detail. While Jean's department focuses mainly on high team orientation including working together and socializing through various activities.
Answer:
The correct answer is letter "E": The marginal benefit of sleeping 10 more minutes is greater than the marginal benefit of 10 more minutes of work.
Explanation:
Marginal Benefit is an economic term that describes the maximum amount a consumer is willing to pay for an additional unit of a good or service. Typically, the marginal benefit decreases as long as the person consumes more of that good or service. The price-benefit relationship is inversely proportional.
In the example, the marginal benefit of sleeping 10 minutes more must be greater than the marginal benefit of working 10 more minutes if economists choose to sleep a little bit more.
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