Explain the price effect, protective effect, consumption effect, revenue effect and distributive effect of tariff in partial equilibrium framework
In a partial equilibrium framework, a tariff, essentially a tax on imported goods, sets off a cascade of effects within a specific market. The most immediate is the price effect: the tariff raises the domestic price of the imported good, as importers pass on the added cost to consumers. This increase in price usually means the good becomes less competitive against domestically produced alternatives.
This leads directly to the protective effect. By making imports more expensive, the tariff shields domestic industries from foreign competition. Local producers can now sell their goods at a higher price or expand their output, enjoying a larger share of the market than they would in the absence of the tariff. This is the primary rationale often given for implementing protectionist measures.
However, higher prices also trigger a consumption effect. Consumers face a higher cost for the good, leading them to reduce their overall consumption of it. They might switch to domestic substitutes, consume less of the good altogether, or simply bear the higher cost, thus diminishing their real income. This represents a welfare loss for consumers.
From the government's perspective, there's a revenue effect. The tariff generates tax revenue for the government on each unit of the imported good that still enters the country. This revenue can be significant, especially for frequently imported items, and can be used to fund public services or reduce other taxes.
Finally, the distributive effect refers to how the tariff redistributes income within the economy. Domestic producers, benefiting from higher prices and reduced competition, see their incomes rise. The government gains revenue. Conversely, consumers bear the burden of higher prices, experiencing a reduction in their real income. Foreign exporters, facing reduced demand and potentially lower net prices (after the tariff), also lose out. Thus, a tariff effectively shifts welfare from consumers and foreign producers to domestic producers and the government.
Answered By:
Suppose that the market demand and supply functions are given by:
Qd = -500P + 5000
and Qs = 400P-400
Find out the effects of imposition of specific sales tax of 18% on equilibrium price and quantity.
Consider a firm in a Duopoly market with product differentiation in which, Duopolist I faces a demand function given by:
\(p_1 = 200 - 4q_1 - 2q_2\)
The cost function of Duopolist I is:
\(c_1 = 5q_1^2\)
Assume that Duopolist II has \(\frac{1}{3}\)rd share of the whole market.
Find out optimal price, output and profit for Duopolist I. Also find out the output of Duopolist II.
In a monopoly market, the demand and cost curves are given by:
p = 200 - 8q
and c = 25 + 10q
Suppose that the government imposes a tax of 10 per unit. How will equilibrium price and quantity be affected?
Show that when prices and income increase in the same proportion, there will be no change in quantity demanded for a commodity in Marshallian approach.
Interpret the slope of the IS curve. Why is IS curve normally negatively sloped?
What is classical dichotomy ? Is it the same as neutrality of money? Explain.
What are the major reasons for market failure ? Explain the role of the government in this context.
What are the determinants of velocity of money in Fisher's equation ? How does it differ from the Cambridge version of velocity of money?
What is Scitovsky Paradox? Explain it in the context of Kaldor-Hicks compensation test.
Derive Marshallian demand curve for an inferior good in a two-commodity framework by using income and substitution effects. Is this demand curve always negatively sloped ? Explain.
Write a note in 150 words
Mendelian and non-Mendelian traits.
Write a note in 150 words
Theoretical significance of Purum kinship-system.
Write a note in 150 words
Smell as a signal among non-human primates.
Write a note in 150 words
Osteodontokeratik culture and its makers.
Discuss the Miocene hominoid remains and their significance in evolution.