Refer to figure 3. with reference to graph a, at a price of $5, total revenue equals:

Loss of economic efficiency when the optimal outcome is not achieved

What is Deadweight Loss?

Deadweight loss refers to the loss of economic efficiency when the equilibrium outcome is not achievable or not achieved. In other words, it is the cost born by society due to market inefficiency.

Video Explanation of Deadweight Loss

Below is a short video tutorial that describes what deadweight loss is, provides the causes of deadweight loss, and gives an example calculation.

Causes of Deadweight Loss

  • Price floors: The government sets a limit on how low a price can be charged for a good or service. An example of a price floor would be minimum wage.
  • Price ceilings: The government sets a limit on how high a price can be charged for a good or service. An example of a price ceiling would be rent control – setting a maximum amount of money that a landlord can collect for rent.
  • Taxation: The government charges above the selling price for a good or service. An example of taxation would be a cigarette tax.

Imperfect Competition and Deadweight Loss

Deadweight loss also arises from imperfect competition such as oligopolies and monopolies. In imperfect markets, companies restrict supply to increase prices above their average total cost. Higher prices restrict consumers from enjoying the goods and, therefore, create a deadweight loss.

Example of Deadweight Loss

Imagine that you want to go on a trip to Vancouver. A bus ticket to Vancouver costs $20, and you value the trip at $35. In this situation, the value of the trip ($35) exceeds the cost ($20) and you would, therefore, take this trip. The net value that you get from this trip is $35 – $20 (benefit – cost) = $15.

Before buying a bus ticket to Vancouver, the government suddenly decides to impose a 100% tax on bus tickets. Therefore, this would drive the price of bus tickets from $20 to $40. Now, the cost exceeds the benefit; you are paying $40 for a bus ticket, from which you only derive $35 of value.

In such a scenario, the trip would not happen, and the government would not receive any tax revenue from you. The deadweight loss is the value of the trips to Vancouver that do not happen because of the tax imposed by the government.

Graphically Representing Deadweight Loss

Consider the graph below:

Refer to figure 3. with reference to graph a, at a price of $5, total revenue equals:

At equilibrium, the price would be $5 with a quantity demand of 500.

  • Equilibrium price = $5
  • Equilibrium demand = 500

In addition, regarding consumer and producer surplus:

  • Consumer surplus is the consumer’s gain from an exchange. The consumer surplus is the area below the demand curve but above the equilibrium price and up to the quantity demand.
  • Producer surplus is the producer’s gain from exchange. The producer surplus is the area above the supply curve but below the equilibrium price and up to the quantity demand.

Let us consider the effect of a new after-tax selling price of $7.50:

Refer to figure 3. with reference to graph a, at a price of $5, total revenue equals:

The price would be $7.50 with a quantity demand of 450. Taxes reduce both consumer and producer surplus. However, taxes create a new section called “tax revenue.” It is the revenue collected by governments at the new tax price.

With this new tax price, there would be a deadweight loss:

Refer to figure 3. with reference to graph a, at a price of $5, total revenue equals:

As illustrated in the graph, deadweight loss is the value of the trades that are not made due to the tax. The blue area does not occur because of the new tax price. Therefore, no exchanges take place in that region, and deadweight loss is created.

Calculating Deadweight Loss

To figure out how to calculate deadweight loss from taxation, refer to the graph shown below:

Refer to figure 3. with reference to graph a, at a price of $5, total revenue equals:

Notes:

  • The equilibrium price and quantity before the imposition of tax are Q0 and P0.
  • With the tax, the supply curve shifts by the tax amount from Supply0 to Supply1. Producers would want to supply less due to the imposition of a tax.
  • The buyer’s price would increase from Pto P1, and the seller would receive a lower price for the good from Pto P2.
  • Due to the tax, producers supply less from Q0 to Q1.

The deadweight loss is represented by the blue triangle and can be calculated as follows:

Refer to figure 3. with reference to graph a, at a price of $5, total revenue equals:

More Resources

Thank you for reading CFI’s guide to Deadweight Loss. To keep learning and advancing your career, the following resources will be helpful:

  • Fiscal Policy
  • Normative Economics
  • Economic Value Added
  • GDP Formula
  • See all economics resources

What is the term for the total number of units that are purchased at that price?

The total number of units purchased at that price is called the quantity demanded. An increase in the price of a good or service almost always decreases the quantity demanded of that good or service. Conversely, a decrease in price will increase the quantity demanded.

Which of the following refers to how much a percentage change in quantity demanded or quantity supplied is affected by a percentage change in price?

Price elasticity of supply refers to the relationship between change in supply and change in price. It's calculated by dividing the percentage change in quantity supplied by the percentage change in price. Together, the two elasticities combine to determine what goods are produced at what prices.

Which graph best illustrates a perfectly elastic demand curve?

A perfectly elastic demand curve will be a straight line (horizontal) on a graph, where the x-axis will be the quantity, and the y-axis will be the price of the product.

When the quantity demanded changes at the same proportion as the price?

Unitary elastic demand indicates quantity demanded changes by the same proportion with respect to the price, as Fig 6.3 below summarizes. There are two extreme cases of elasticity: when elasticity equals zero and when it is infinite. We will describe each case.