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AS: The abbreviaion for aggregate supply, which is the total (or aggregate) real production of final goods and services available in the domestic economy at a range of price levels, during a given time period. Aggregate supply (AS) is one half of the aggregate market analysis; the other half is aggregate demand. Aggregate supply, relates the economy's price level, measured by the GDP price deflator, and aggregate domestic production, measured by real gross domestic product. The aggregate supply relation is generally separated into long-run aggregate supply, in which all prices and wages and flexible and all markets are in equilibrium, and short-run aggregate supply, in which some prices and wage are NOT flexible and some markets are NOT in equilibrium.
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AGGREGATE DEMAND The total real expenditures on final goods and services produced in the domestic economy that buyers are willing and able to undertake at different price levels, during a given time period (usually a year). Aggregate demand, usually abbreviated AD, is an inverse relation between price level and aggregate expenditures. This is one half of the AS-AD (aggregate market) analysis. The other half is aggregate supply. Aggregate demand consists of four aggregate expenditures--consumption expenditures, investment expenditures, government purchases, and net exports--made by the four macroeconomic sectors--household, business, government, and foreign.
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YELLOW CHIPPEROON
[What's This?]
Today, you are likely to spend a great deal of time at a crowded estate auction wanting to buy either a coffee cup commemorating the first day of spring or a printer that works with your stockpile of ink cartridges. Be on the lookout for florescent light bulbs that hum folk songs from the sixties.
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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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"Old age isn't so bad when you consider the alternative. " -- Cato, Roman orator
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WLLN
Weak Law of Large Numbers
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