If fixed cost increases further, what impact will this have on this firm’s profit maximising level of output in the short run?
Explain the First Fundamental Theorem of Welfare Economics.
See Answer →What is the impact of the WTO on Indian economy?
See Answer →What is the break-even price for this firm? What is the shut down price for this firm?
See Answer →What is a Moral Hazard problem?
See Answer →How much is fixed cost faced by this firm at equilibrium?
See Answer →In the short run, is the firm making economic profit or suffering loss? How much is that profit or loss? Should the firm shut down?
See Answer →How much is the total cost for this firm in the short-run equilibrium?
See Answer →What is the profit maximising level of output for this firm in the short-run? At this quantity, what is the marginal revenue?
See Answer →Consider Figure 1 below where MC, ATC, AVC, D, and AR represent the marginal cost, average total cost, average variable cost, demand, and average revenue curve respectively under a perfect competition. Based on the figure, answer the following questions:
See Answer →Discuss the efficiency status of a perfectly competitive market.
See Answer →Discuss the Loanable Funds theory of interest rate determination.
See Answer →Draw a backward bending labour supply curve. Explain why does this curve bend backwards?
See Answer →Explain various ways to internalize externalities.
See Answer →What are the various causes of a market failure?
See Answer →Using appropriate diagram, show how interaction of demand and supply curve in land market leads to determination of equilibrium rent.
See Answer →Consider the figure below where line D represents market demand curve facing anindustry, MR and MC represent the marginal revenue and the marginal cost curve, respectively.
Answer the following:
(i) Which point depicts perfect competitive industry equilibrium? What will be equilibrium if the industry turns out to be a monopoly?
(ii) Deadweight loss associated with a monopoly is represented by which area?
See Answer →
. Let the production function by 
. Find the elasticity of production with respect to labour (L).