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September 18, 2018 

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HARROD-DOMAR MODEL: A model economic growth developed by R. F. Harrod and E. D. Domar that seeks to explain why an economy would not grow as fast has its potential growth rate. This model is based on the notion that actual income determines the amount saving, which is determines investment, which is what affects the rate of economic growth. If saving is not enough, the potential growth rate will not be achieved. The Harrod-Domar model, developed in the 1930s, has a strong Keynesian economic flavor, both indicating that the economy does not automatically achieve its potential.

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ZERO SLOPE: A horizontal line in which the numerical value of the slope, calculated as the change in the variable on the vertical axis divided by a change in the variable on the horizontal axis, is zero. In other words, the Y-axis variable is fixed, or constant, for any and all values of the X-axis variable.

     See also | slope | graph | line graph | direct | inverse | positive relation | negative relation | X-axis | Y-axis |


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MARGINAL REVENUE CURVE, PERFECT COMPETITION

A curve that graphically represents the relation between the marginal revenue received by a perfectly competitive firm for selling its output and the quantity of output sold. Because a perfectly competitive firm is a price taker and faces a horizontal demand curve, its marginal revenue curve is also horizontal and coincides with its average revenue (and demand) curve. A perfectly competitive firm maximizes profit by producing the quantity of output found at the intersection of the marginal revenue curve and marginal cost curve.

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GRAY SKITTERY
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Today, you are likely to spend a great deal of time touring the new suburban shopping complex hoping to buy either a Boston Red Sox baseball cap or a square lamp shade with frills along the bottom. Be on the lookout for neighborhood pets, especially belligerent parrots.
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A thousand years before metal coins were developed, clay tablet "checks" were used as money by the Babylonians.
"As the births of living creatures at first are ill-shapen, so are all innovations, which are the births of time. "

-- Sir Francis Bacon, philosopher

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