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Macroeconomics
We have explained several concepts and Macroeconomic Aggregates which form the basic terminology of macroeconomic analysis. Like other empirical sciences, economic analysis deals with those concepts which can actually be measured, things such as prices of industrial production, stock prices, interest rates, gross investment, number of the unemployed, national income, or the general price level.
The concepts like national income and national product are most significant in macroeconomic accounting. As the accounting statement of a firm provides information on the flow of revenues and expenses fully to show the firm's performance, the national income accounts supply similar information for the economy as a whole. They provide a comprehensive overview of how the economy is doing. Without a measuring rod for national income aggregates it would be difficult to assess the performance of the economy and the economic phenomenon as such. In this chapter, an effort is made to explain how the flow of an economy's output is measured and why the major economic aggregates are considered as important business and market movers.
What is the impact on the economy if price ceiling or price floor were removed? Ans) Price ceiling is government system or laws setting price floors or ceilings that forbid the
briefly explain with keynesian consumption?
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the classical model assumes that consumption depends positively on disposable income. now suppose that consumption also depends on the real interest rate. a) sketch the loanable
The opportunity costs associated with the use of resources owned by a firm are: a. externalities b. implicit costs c. explicit costs d. sunk costs
Public policies often alter the costs and benefits of private actions. Why is it important for policymakers to consider both the direct and indirect effects of public policies? Sel
In January of 1997, the U.S. Consumer Price Index (CPI) stood at 159.1. By January of 2008, the level had risen to 211.1. What was the average annual rate of inflation over this ti
Explain what convex indifference curves means in terms of marginal utility. What properties must a utility function have in order to obtain convex indifference curves?
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