Answer:
The physician would be doing Malpractice.
Answer:
Autonomous consumption is <u>$1,000</u> and the marginal propensity to consume is <u>0.9</u>.
A consumer whose income increases by $100 will increase consumption by <u>$90</u>.
Explanation:
Given C = 1000 + 0.9Y
Autonomous consumption refers to consumption expenditure of consumers that does not depend on income. Therefore, autonomous consumption is therefore the consumption expenditure made by the consumers when they do not have income or when income is zero (i.e. when Y = 0).
Substituting for Y = 0 into the consumption function, we can obtain autonomous consumption is follows:
Autonomous consumption = 1000 + (0.9 * 0) = 1,000
The marginal propensity to consume refers to the proportion of the increase in disposable income that is spent on the consumption of goods and services by a consumer. From the consumption function, the marginal propensity to consume is 0.9.
Since marginal propensity to consume is 0.9, a consumer whose income increases by $100 will therefore increase consumption by $90 (i.e. $100 * 0.9 = $90).
Answer:
B) Abstraction forms an important part of economic analysis.
Explanation:
Economic abstraction refers to ignoring certain factors while doing economic analysis. Some minor or even important economic details must be assumed when trying to analyze certain situations. That is why economists love to use ceteris paribus (everything else constant). Macroeconomic theory is impossible to prove in a scientific way, only certain microeconomic theories can be tested scientifically. In order to perform macroeconomic analysis, economists must simplify the real world, since economy is too complex and has too many factors that can alter any possible analysis. It is impossible to analyze a nation's economy as a whole since millions of people and businesses make billions of economic decisions very day.
Answer:
The answer is Salutation.
Explanation:
- <u><em>A salutation is the greeting at the beginning of a cover letter that is included with a resume when applying for a job</em></u>
