Planned expenditure is a function of:

Question

BlackTom AI · Accepted Answer

When considering what determines planned expenditure in macroeconomics, it's helpful to think about the components that drive aggregate demand. 
Option 1: 'national income and planned investment, government spending, and taxes.' This option correctly aggregates the main determinants: national income (affecting consumption via the marginal propensity to consume), planned investment (a key autonomous component), government spending (another autonomous component of demand), and taxes (which influence disposable income and thus consumption). In short, planned expenditure is a function of these four elements, capturing both automatic and discretionary fiscal influences. 
Option 2: 'planned government spending and taxes.' While government spending and taxes are part of the fiscal picture, this choice omits the influence of national income on consumption and excludes planned investment, both of which are essential in shaping overall planned expenditure. 
Option 3: 'planned investment, government spending, and taxes.' This option includes investment, spending, and taxes, but it leaves out national income, which affects consumption directly and is a fundamental determinant of the level of planned expenditure in most models. 
Option 4: 'planned investment.' Focusing solely on investment ignores the substantial roles that government activity, taxation, and the level of national income play in shaping overall planned expenditure; it is far too narrow to be the complete function. 
In summary, the first option is the most comprehensive and aligns with standard macroeconomic formulations where planned expenditure depends on national income, investment, government spending, and taxes, whereas the other options omit one or more of these critical components.

Planned expenditure is a function of:单项选择题

类似问题

Calculate the sum of saving and taxes below based on the following equations that make up aggregate expenditure. Consumption: C = 2,700 + 0.9Y Planned investment: I = 3,000 Government purchases: G = 1,100 Net exports: NX = -300 Equilibrium condition: Y = C + I + G + NX

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