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GINI INDEX: One of the most common measures of income or wealth distributions. It indicates how equal, or unequal, income, wealth, or similar stuff is distributed among the population. If you happen to come across a Gini index, you'll see that it falls in the range of 0 to 1. A value of 0 tells you that the distribution is perfectly equal, that is, everyone has exactly the same amount of income, wealth, or whatever. A value of 1, however, tells you that the distribution is what we could call perfectly unequal, that is, one person has everything and everyone else has nothing.
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                           SLOPE, CONSUMPTION LINE: The positive slope of the consumption line is also termed the marginal propensity to consume (MPC). This slope is greater than zero but less than one, reflecting induced consumption and the Keynesian psychological law of consumer behavior that consumption increases by less than the increase in income. The slope of the consumption line provides the foundation for the slope of the aggregate expenditures line and thus also affects the magnitude of the multiplier process. | Consumption Line | 
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The consumption line, also termed propensity-to-consume line or consumption function, shows the relation between consumption expenditures and income for the household sector. The income measure commonly used is national income or disposable income. Occasionally a measure of aggregate production, such as gross domestic product, is used instead.A representative consumption line is presented in the exhibit to the right. This red line, labeled C in the exhibit, is positively sloped, indicating that greater levels of income generate greater consumption expenditures by the household sector. This positive relation corresponds to the fundamental psychological law of Keynesian economics. The consumption line graphically illustrates the consumption-income relation for the household sector, which is the foundation of the aggregate expenditures line used in Keynesian economics to identify equilibrium income and production. For reference, a black 45-degree line is also presented in this exhibit. Because this line has a slope of one, it indicates the relative slope of the consumption line. The slope of the consumption line presented here is positive, but less than one. In fact, the slope of the consumption line is numerically equal to the marginal propensity to consume. In this case the slope is equal to 0.75. The positive slope reflects induced consumption expenditures--more income means more consumption. It also reflects the basic Keynesian psychological law. Click the [Slope] button to illustrate. To illustrate the equality between slope and the marginal propensity to consume, consider the equations for each. The slope of the consumption line is specified as the "rise" over the "run." The rise is the change in consumption measured on the vertical axis and the run is the change in income measured on the horizontal axis. | slope | = | rise
run | = | change in consumption
change in income |
The marginal propensity to consume (MPC) is the incremental change in consumption resulting from an incremental change in income. | MPC | = | change in consumption
change in income |
The slope of the consumption line is the marginal propensity to consume, they are one and the same.The positive slope of the consumption line reflects induced consumption, which is consumption that depends on the level of household sector income. If the household sector receives more income, then it is induced to undertake additional consumption expenditures. Of course, a drop in income induces the household sector to reduce expenditures.
Recommended Citation:SLOPE, CONSUMPTION LINE, AmosWEB Encyclonomic WEB*pedia, http://www.AmosWEB.com, AmosWEB LLC, 2000-2018. [Accessed: October 16, 2018].
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RED AGGRESSERINE
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Today, you are likely to spend a great deal of time browsing about a thrift store trying to buy either a how-to book on wine tasting or a bookshelf that will fit in your closet. Be on the lookout for empty parking spaces that appear to be near the entrance to a store.
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