Chapter 9: Problem 2
Explain the difference between a flow variable and a stock variable. Classify each of the following as a stock or a flow: income, wealth, saving, savings, consumption, investment, government expenditures, net exports, GDP.
Chapter 9: Problem 2
Explain the difference between a flow variable and a stock variable. Classify each of the following as a stock or a flow: income, wealth, saving, savings, consumption, investment, government expenditures, net exports, GDP.
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Get started for freeWhy do we study the consumption and saving functions together?
What is the marginal propensity to consume if: a. Consumption increases by \(\$ 75\) when disposable income rises by \(\$ 100\) ? b. Consumption falls by \(\$ 50\) when disposable income falls by \(\$ 100\) ? c. Saving equals \(\$ 20\) when disposable income equals \(\$ 100\) and saving equals \(\$ 40\) when disposable income equals \(\$ 300\) ?
Fill in the blanks in the following table: Income Consumption Saving MPC MPS APC APS $$ \begin{array}{llll} \$ 1,000 & \$ 400 & & \\ \$ 2,000 & \$ 900 & \$ 1,100 \\ \$ 3,000 & \$ 1,400 & & .60 \\ \$ 4,000 & & \$ 2,100 & \end{array} $$
Why is the slope of the \(C+I+G\) function different from the slope of the \(C+I+G+X\) function?
What is the level of saving if: a. Disposable income is \(\$ 500\) and consumption is \(\$ 450\) ? b. Disposable income is \(\$ 1,200\) and the \(A P S\) is 9 ? c. The \(M P C\) cquals .9, disposable income rises from \(\$ 800\) to \(\$ 900\), and saving is originally \(\$ 120\) when income equals \(\$ 800\) ?
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