Effect of a Supplier-Paid Tax on the Supply Curve

Tax Incidence

Relationship between Demand Elasticity, Tax Revenue, and Deadweight Loss

Effectiveness of Taxes in Reducing Consumption based on Demand Elasticity

Consider a market for a specific good where the initial equilibrium price is $50 and the equilibrium quantity is 200 units. The government then imposes a tax on the sellers of this good. After the tax is implemented, the market adjusts to a new equilibrium where consumers pay$55 per unit, sellers receive $45 per unit, and 150 units are sold. Based on this outcome, what is the total tax revenue collected by the government?

Analyzing the Market Impact of a New Tax

Analyzing the Effects of a Per-Unit Tax

Analyzing the Market-Wide Effects of a Tax

True or False: When a government imposes a $5 per-unit tax on the sellers of a product, the final price paid by consumers will increase by exactly$5, regardless of the market conditions for that product.

A government imposes a per-unit tax on the sellers in a specific market. This action shifts the supply curve vertically upwards. In the new market equilibrium, the price consumers pay is Pc, the net price sellers receive is Ps, and the new quantity of the good sold is Q2. The original equilibrium price and quantity were P1 and Q1, respectively. Match each description of the tax's impact with its correct representation.

A government imposes a per-unit tax on the sellers of a good. In the new market equilibrium, the price consumers pay is Pc, the net price sellers receive is Ps, and the new quantity of the good sold is Q2. The original equilibrium price and quantity were P1 and Q1, respectively. Which of the following formulas correctly represents the total tax revenue collected by the government?

A government introduces a new per-unit tax on the sellers of a particular good, which was previously in a stable market equilibrium. Arrange the following events to describe the logical sequence of how the market adjusts to find a new equilibrium.

In a competitive market for widgets, the equilibrium price is initially $10 per unit. After the government imposes a per-unit tax on the sellers, the market settles at a new equilibrium where consumers pay$12 per unit and sellers receive $9 per unit. The amount of the per-unit tax is$____.

Consider two separate markets, Market A and Market B, for two different goods. Both markets are initially in equilibrium. The government imposes an identical per-unit tax on the sellers in both markets. After the tax, the market outcomes are observed:

• In Market A: The price paid by consumers increases substantially, while the quantity traded decreases by a small amount.
• In Market B: The price paid by consumers increases by a small amount, while the quantity traded decreases substantially.

Based on these outcomes, what can be inferred about how the economic burden of the tax is distributed in each market?