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50 vocabulary flashcards summarizing key elasticity definitions, classifications, determinants, and examples from the lecture notes.
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Elasticity (economic concept)
General technique for estimating the responsiveness of one variable to changes in another.
Price Elasticity of Demand (Ed)
Measures the responsiveness of quantity demanded to a change in price.
Midpoint Formula
Method for calculating Ed that uses the averages of two prices and two quantities to avoid direction bias.
Elastic Demand
Situation where Ed > 1; percentage change in quantity demanded exceeds the percentage change in price.
Inelastic Demand
Situation where Ed < 1; percentage change in quantity demanded is less than the percentage change in price.
Unit Elastic Demand
Condition where Ed = 1; percentage change in quantity demanded equals percentage change in price.
Perfectly Elastic Demand
Ed = ∞; even a tiny price change causes quantity demanded to drop to zero or rise to infinity.
Perfectly Inelastic Demand
Ed = 0; quantity demanded remains unchanged regardless of price changes.
Law of Demand
States that, ceteris paribus, quantity demanded falls when price rises and rises when price falls.
Total Revenue (TR)
Price of a good multiplied by the quantity sold (P × Q).
TR & Elastic Demand
When demand is elastic, price and total revenue move in opposite directions.
TR & Inelastic Demand
When demand is inelastic, price and total revenue move in the same direction.
TR & Unit Elastic Demand
With unit elasticity, changes in price leave total revenue unchanged.
Number of Substitutes
More substitutes make demand more elastic; fewer substitutes make it less elastic.
Necessity vs. Luxury
Luxuries tend to have higher price elasticity; necessities have lower elasticity.
Budget Share
Goods taking a larger share of a consumer’s budget tend to have more elastic demand.
Time (Demand)
Demand becomes more elastic as consumers have more time to adjust after a price change.
Cross Elasticity of Demand (Ec)
Measures responsiveness of quantity demanded for one good to price changes of another good.
Substitutes (Ec > 0)
Goods for which an increase in the price of one raises demand for the other.
Complements (Ec < 0)
Goods for which an increase in the price of one lowers demand for the other.
Income Elasticity of Demand (Ey)
Measures responsiveness of quantity demanded to changes in consumer income.
Normal Good
Good with Ey > 0; demand rises when income rises.
Inferior Good
Good with Ey < 0; demand falls when income rises.
Income-Elastic Good
Normal good with Ey > 1; demand changes more than proportionally with income.
Income-Inelastic Good
Normal good with Ey < 1; demand changes less than proportionally with income.
Income Unit-Elastic Good
Good with Ey = 1; demand changes proportionally with income.
Price Elasticity of Supply (Es)
Measures responsiveness of quantity supplied to a change in price.
Elastic Supply
Es > 1; percentage change in quantity supplied exceeds percentage change in price.
Inelastic Supply
Es < 1; percentage change in quantity supplied is less than percentage change in price.
Unit Elastic Supply
Es = 1; percentage change in quantity supplied equals percentage change in price.
Perfectly Elastic Supply
Es = ∞; producers will supply any amount at one price but none at a slightly lower price.
Perfectly Inelastic Supply
Es = 0; quantity supplied is fixed regardless of price.
Time (Supply)
Longer adjustment periods generally make supply more elastic.
Linear Demand Curve Midpoint
At the midpoint of a straight-line demand curve, Ed equals 1.
Elastic Range (Linear Demand)
Upper segment of a straight-line demand curve where Ed > 1.
Inelastic Range (Linear Demand)
Lower segment of a straight-line demand curve where Ed < 1.
Coefficient Thresholds
Ed > 1 elastic; Ed < 1 inelastic; Ed = 1 unit elastic; Ed = ∞ perfectly elastic; Ed = 0 perfectly inelastic.
Percentage-Change Formula
ΔQ / Qavg divided by ΔP / Pavg; basis for elasticity calculations.
Normal vs. Inferior Identification
Sign of Ey (positive vs. negative) distinguishes normal from inferior goods.
Revenue Maximization Point
Total revenue peaks where Ed = 1 along a demand curve.
Skippy vs. Jif Example
Ec = +4.5 indicates peanut butters are substitutes.
Cars and Tyres Example
Ec = –2 indicates cars and tyres are complements.
Luxury Example
Jewelry is considered a luxury and tends to have high price elasticity of demand.
Budget Share Example
Cars (large budget share) have more elastic demand than oranges (small share).
Perfect Elasticity Example
Buyers purchase unlimited units at $5 but zero at $5.10, illustrating Ed = ∞.
Midpoint Example (Ed = 2)
A 10% price rise causing 20% drop in quantity demanded results in Ed = 2 (elastic).
Slope vs. Elasticity
Slope of a linear demand curve is constant, but elasticity varies along the curve.
Adjustment Period Effect
More time allows quantity supplied to increase, raising Es for most goods.