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Engineering Economics. By Muhammad Shahid Iqbal. Module No. 04 Elasticity and Its Applications ( Quantitative Demand Analysis). Elasticity of Demand. We know, from the Law of Demand, that price and quantity demanded are inversely related.
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Engineering Economics By Muhammad Shahid Iqbal • Module No. 04 Elasticity and Its Applications (Quantitative Demand Analysis)
Elasticity of Demand • We know, from the Law of Demand, that price and quantity demanded are inversely related. • Now, we are going to get more specific in defining that relationship, … allows us to analyze demand and supply with greater precision. • We want to know just how much will quantity demanded change when price changes? That is what elasticity of demand measures. • It is a measure of how much buyers and sellers respond to changes in market conditions • Price elasticity of demand is a measure of how much the quantity demanded of a good responds to a change in the price of that good. • Price elasticity of demand is the percentage change in quantity demanded given a percent change in the price.
Elasticity of Demand • The above formula usually yields a negative value, due to the inverse nature of the relationship between price and quantity demanded. • How Do We Interpret the Price Elasticity of Demand? • A good economist is not just interested in calculating numbers. The number is a means to an end; • in the case of price elasticity of demand it is used to see how sensitive the demand for a good is to a price change. • The higher the price elasticity, the more sensitive consumers are to price changes. • A very low price elasticity implies just the opposite, that changes in price have little influence on demand.
Elasticity of Demand • We can read it as the percentage change in quantity for a 1% change in price • Thus, if Ed = 2, that means in that part of the demand curve, a 1% change in price will cause a 2% change in quantity demanded. Or if we extrapolate, a 2% change in price will cause a 4% change in quantity demanded, and so on.
Degrees of Ed • Perfectly Inelastic • Ed = % Δ in Qd % Δ in P • Ed = 0___ % Δ in P • Ed = 0 it is also called zero elasticity
Degrees of Ed • Perfectly elastic demand • Ed = % Δ in Qd % Δ in P • Ed = % Δ in Qd 0 • Ed = ∞
Degrees of Ed • Relatively Inelastic or Inelastic Ed = % Δ in Qd % Δ in P Ed < 1 (in absolute value) % Δ in Qd < % Δ in P • For every 1% change in P, Qd changes by less than 1% • Quantity demanded does not respond strongly to price changes.
Degrees of Ed • Relatively elastic or elastic Demand Ed = % Δ in Qd % Δ in P Ed > 1 (in absolute value) % Δ in Qd> % Δ in P • For every 1% change in P, Qd changes by more than 1% (in opposite direction)
Degrees of Ed • Unitary Elastic Demand Ed = % Δ in Qd % Δ in P Ed = 1 (in absolute value) % Δ in Qd = % Δ in P • For every 1% change in P, Qd changes by 1% (in opposite direction) • Quantity demanded responds strongly to changes in price.
Elasticity of Demand and Its Determinants • Availability of Close Substitutes • Necessities versus Luxuries • Definition of the Market • Time Horizon
Elasticity of Demand and Its Determinants • Availability of Substitutes • The more choices that are available, the more elastic is the demand for a good. (and vice versa) • If the price of Pepsi goes up by 20%, one can always purchase Coke, 7-Up and so forth. • One's willingness and ability to postpone the consumption of Pepsi and get by with a "lesser brand" makes the PED of Pepsi relatively elastic.
Elasticity of Demand and Its Determinants • Amount of Consumers Budget • The less expensive a good is as a fraction of our total budget, the more inelastic the demand for the good is (and vice versa). • Most consumers have both the willingness and ability to postpone the purchase of big ticket items. • If an item constitutes a significant portion of one's income, it is worth one's time to search for substitutes. • A consumer will give more time and thought to the purchase of a $3000 television than a $1 candy bar, so demand for the former will be more elastic than demand for the latter.
Elasticity of Demand and Its Determinants • Time • The longer the time frame is, the more elastic the demand for a good is (and vice versa). • The more time a consumer has to search for substitute goods, the more elastic the demand.
Elasticity of Demand and Its Determinants • Necessities vs. Luxuries • The more necessary a good is, the more inelastic the demand for the good (and vice versa). • With a true necessity a consumer has neither the willingness nor the ability to postpone consumption. • There are few or no satisfactory substitutes. • Insulin is the ultimate necessity, so the demand for it is inelastic.
Elasticity of Demand and Its Determinants • Availability of information concerning substitute goods • The easier it is for a consumer to locate the substitute goods, the more willing he will be to undertake the search, and the more elastic demand will be. • an attachment to a certain brand—either out of tradition or because of proprietary barriers—can override sensitivity to price changes, resulting in more inelastic demand
Total Revenue and Elasticity of Demand • When the price elasticity of demand for a good is perfectly inelastic (Ed = 0), changes in the price do not affect the quantity demanded for the good; raising prices will cause total revenue to increase. • When the price elasticity of demand for a good is relatively inelastic (0 < Ed < 1), the percentage change in quantity demanded is smaller than that in price. Hence, when the price is raised, the total revenue rises, and vice versa. • When the price elasticity of demand for a good is unitary elastic (Ed = 1), the percentage change in quantity is equal to that in price, so a change in price will not affect total revenue. • When the price elasticity of demand for a good is relatively elastic (Ed > 1), the percentage change in quantity demanded is greater than that in price. Hence, when the price is raised, the total revenue falls, and vice versa.
Income Elasticity of Demand • Income elasticity of demand (EdY) measures how much the quantity demanded of a good responds to a change in consumers’ income. • It is computed as the percentage change in the quantity demanded divided by the percentage change in income. • EdY = %D in Qd %D in Y
Income Elasticity of Demand • Typically, if our income rises, we buy more and visa versa. These types of goods are called normal goods. • EdY > 0 - normal good • A necessity good is a good whose quantity demanded is not very sensitive to income changes • In other words, we buy it no matter what happens to our income. • If a good’s elasticity is 0 < EdY < 1 then it is a necessity good. • A luxury good is one that we buy a lot of when our income goes up and we cut back on significantly when our income goes down. • If a good’s elasticity is EdY > 1, then it is a luxury good. • If a goods elasticity is EdY < 0 it is an inferior good
Cross Price Elasticity of Demand • Another type of elasticity is the Cross Price Elasticity. This gets at how changes in price of one good can effect the demand of another • Cross Price Elasticity of Demand (E1,2) • Cross price elasticity of demand measures the percentage change in demand for a particular good caused by a percent change in the price of another good. • It measures the responsiveness of quantity demanded of good one when the price of good 2 changes. E1,2 = % ∆ in Qd of Good 1 % ∆ in P of Good 2
Cross Price Elasticity of Demand • This relationship is called substitutes and can be seen when E1,2 > 0. • This relationship is called complements and can be seen when E1,2 < 0