These are associated with or related to each other and are generally used in conjunction. The demand for one good drives the need for the other. It is generally observed that consumer goodsConsumer goods are the products purchased by the buyers for consumption and not for resale. Also referred to as final products, examples of consumer goods include an Apple cellphone or a box of Oreo cookies. Consumer goods companies and the industry offer a vast range of products that heavily contribute to the global economy.read more are of very little value when consumed or produced alone. Thus the existence of two or more complementary goods is necessary to bring about the right balance. When consumed or produced together, it adds enhanced value to the offering. Two products are called complementary when each one shares a beneficial relation, for example, mobile phone and mobile cover. Both cannot exist alone, and thus each one plays a role in the value offering. Complementary good, on the other hand, has a negative cross elasticity of demandCross Price Elasticity of Demand measures the relationship between price and demand. Change in quantity demanded by one product with a change in price of the second product, where if both products are substitutes, it will show a positive cross elasticity of demand.read more which means if the price of one product significantly increases, the demand for the related consumer goods tends to fall as due to increase of the price of one product, consumers will prefer using it alone and not complementing it with another good or product. In addition to this, as consumer demand for such goods or products falls, the price in the market for the complementary goods or services also tends to decline. Complementary Goods Examples
How Firms Use Complementary Goods?As we know, complementary goods are related to each other, and each good is deemed useless without the usage or consumption of the other. Firms are very smart in designing their product, and thus marketing happens so that consumers are bound to shed money even when the company says that goods are available at a discount. An example of this can be an instant camera, which is marketed by a few companies and is sold in the market for only $40. Consumers may think that a camera that provides a snap instantly at only $40 may be a good deal, but there is a catch to it. The camera comes with an additional photo roll where the photo taken gets printed. The price of each photo roll, which can print 12-15 photos, is $20. So after every 12-15 photos, the consumers have to shell out $20. It is where such companies are making use of complementary goods. One hand giving a product as cheap as $40, the complementary good that makes the camera usable is priced at a higher-end based on every use. Demand
Recommended ArticlesThis has been a guide to What is Complementary Goods & its Definition. Here we discuss the examples of complementary goods and how firms use this along with graphs and demand. You can learn more about from the following articles –
The cross-price elasticity of demand shows the relationship between two goods or services. More specifically, it captures the responsiveness of the quantity demanded of one good to a change in price of another good. Cross-Price Elasticity of Demand (EA,B) is calculated with the following formula: $E_{A,B} = \frac { \% Change\; in\; Quantity\; Demanded\; for\; Good\; A }{ \%\; Change\; in\; Price\; of\; Good\; B }$ The cross-price elasticity may be a positive or negative value, depending on whether the goods are complements or substitutes. If two products are complements, an increase in demand for one is accompanied by an increase in the quantity demanded of the other. For example, an increase in demand for cars will lead to an increase in demand for fuel. If the price of the complement falls, the quantity demanded of the other good will increase. The value of the cross-price elasticity for complementary goods will thus be negative .
Two goods that complement each other have a negative cross elasticity of demand: as the price of good Y rises, the demand for good X falls. A positive cross-price elasticity value indicates that the two goods are substitutes. For substitute goods, as the price of one good rises, the demand for the substitute good increases. For example, if the price of coffee increases, consumers may purchase less coffee and more tea. Conversely, the demand for a substitute good falls when the price of another good is decreased. In the case of perfect substitutes, the cross elasticity of demand will be equal to positive infinity .
Two goods that are substitutes have a positive cross elasticity of demand: as the price of good Y rises, the demand for good X rises. Two goods may also be independent of each other. In this instance, if the price of one good changes, demand for the other good will stay constant. For independent goods, the cross-price elasticity of demand is zero : the change in the price of one good with not be reflected in the quantity demanded of the other.
Two goods that are independent have a zero cross elasticity of demand: as the price of good Y rises, the demand for good X stays constant. Page 2The income elasticity of demand (YED) measures the responsiveness of demand for a good to a change in the income of the people demanding that good, ceteris paribus. It is calculated as the ratio of the percentage change in demand to the percentage change in income: $YED=\quad \frac { \%\quad change\quad in\quad quantity\quad demanded }{ \%\quad change\quad in\quad real\quad income }$ If an increase in income leads to an increase in demand, the income elasticity of that good or service is positive. A positive income elasticity is associated with normal goods. In contrast, if a rise in income leads to a decrease in demand, the good or service has a negative income elasticity of demand. A negative income elasticity is associated with inferior goods. In all, there are five types of income elasticity of demand :
Income elasticity of demand measures the percentage change in quantity demanded as income changes.
Page 3The basic formula for the price elasticity of demand (percentage change in quantity demanded divided by the percentage change in price) yields an accurate result when the changes in quantity and price are small. As the difference between the two prices or quantities increases, however, the accuracy of the formula decreases. This happens because the price elasticity of demand often varies at different points along the demand curve and because the percentage change is not symmetric. Instead, the percentage change between any two values depends on which is chosen as the starting value. For example, when the quantity demanded increases from 10 units to 15 units, the percentage change is 50%. If the quantity demanded decreases from 15 units to 10 units, the percentage change is -33.3%. Two alternative elasticity measures can be used to avoid or minimize the shortcomings of the basic elasticity formula. The midpoint method calculates the arc elasticity, which is the elasticity of one variable with respect to another between two given points on the demand curve . This measure requires just two points for quantity demanded and price to be known; it does not require a function for the relationship. The midpoint method uses the midpoint rather than the initial point for calculating percentage change, so it is symmetric with respect to the two prices and quantities demanded. The arc elasticity is obtained using this formula:
To calculate the arc elasticity, you need to know two points on the demand curve. The calculation does not require a function for the relationship between price and quantity demanded. $Price\quad Elasticity\quad of\quad Demand\quad =\quad \frac { ({ Q }_{ 2 }-{ Q }_{ 1 })\quad /\quad [({ Q }_{ 2 }+{ Q }_{ 1 })/2] }{ ({ P }_{ 2 }-{ P }_{ 1 })\quad /\quad [(P_{ 2 }+{ P }_{ 1 })/2] }$ Suppose that the price of hot dogs changes from $3 to $1, leading to a change in quantity demanded from 80 to 120. The formula provided above would yield an elasticity of 0.4/(-1) = -0.4. As elasticity is often expressed without the negative sign, it can be said that the demand for hot dogs has an elasticity of 0.4. The point elasticity is the measure of the change in quantity demanded to a tiny change in price. It is the limit of the arc elasticity as the distance between the two points approaches zero, and hence is defined as a single point. In contrast to the midpoint method, calculating the point elasticity requires a defined function for the relationship between price and quantity demanded. The point elasticity can be calculated with the following formula: $Point-Price\quad Elasticity\quad =\quad \frac { P }{ { Q }_{ d } } \times \frac { \Delta { Q }_{ d } }{ \Delta P }$ In the formula above, dQ/dP is the partial derivative of quantity with respect to price, and P and Q are price and quantity, respectively, at a given point on the demand curve. |