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BENEFIT-COST ANALYSIS: An analytical technique that compares the benefit generated by an activity with its opportunity cost of production. The rule is that if benefits exceed costs, then the activity is efficient and should be undertaken. In some cases the end result of benefit-cost analysis is net benefits, which is benefits minus cost. A positive value means the activity is efficient. In other cases the end result of benefit-cost analysis is a benefit-cost ratio, which is benefits divided by costs. A ratio greater than 1.0 is thus the indication of an efficient activity.
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AGGREGATE DEMAND CURVE A graphical representation of the relation between aggregate expenditures on real production and the price level, holding all ceteris paribus aggregate demand determinants constant. The aggregate demand (AD) curve is one side of the graphical presentation of the aggregate market. The other side is occupied by the long-run aggregate supply curve and/or the short-run aggregate supply curve. The negative slope of the aggregate demand curve captures the inverse relation between aggregate expenditures on real production and the price level. This negative slope is attributable to the interest-rate, real-balance, and net-export effects.
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BEIGE MUNDORTLE
[What's This?]
Today, you are likely to spend a great deal of time touring the new suburban shopping complex seeking to buy either a birthday greeting card for your mother that doesn't look like a greeting card or a handcrafted spice rack. Be on the lookout for strangers with large satchels of used undergarments.
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This isn't me! What am I?
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Potato chips were invented in 1853 by a irritated chef repeatedly seeking to appease the hard to please Cornelius Vanderbilt who demanded french fried potatoes that were thinner and crisper than normal.
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"I shall do less whenever I shall believe what I am doing hurts the cause and I shall do more whenever I shall believe doing more will help the cause. I shall try to correct errors when shown to be errors and I shall adopt new views so fast as they shall appear to be true views. " -- Abraham Lincoln, 16th US president
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ANOVA
Analysis of Variance
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