ECONOMICS KERALA SET

Categories:
  1. Individuals with concave utility function are said to be:
    A) Risk lovers B) Risk aversion individuals
    C) Risk neutral D) Neither risk loving nor risk aversion
  2. Which of the following refers to the approach where the consumer chooses the
    lowest budget line that touches a given indifference, rather than choosing the highest
    indifference curve given a budget constraint?
    A) Primal approach B) Compensating variation
    C) Duality D) Consumer surplus
  3. When α = 1/4 and β = 3/4 for the Cobb-Douglas production function, returns to
    scale are:
    A) Increasing B) Constant
    C) Decreasing D) First decreasing and then increasing
  4. —– refers to the driving of high-quality products out of the market by the
    availability of low-quality products.
    A) Lemon market problem B) Survival of the fittest
    C) Market equilibrium D) Moral hazard
  5. —– is a curve that describes the relationship between a firm’s cumulative output and
    the amount of inputs needed to produce each unit of output.
    A) Isocost curve B) Isoquant curve
    C) Learning curve D) Expansion path
  6. The production isoquants in engineering production functions are :
    A) Kinked B) Straight lines with negative slopes
    C) L shaped D) Convex to the origin
  7. Consider a two-player game: a monopoly firm, D and a newly entering firm, C. Firm
    C can challenge the monopoly by entering the market. If the challenger enters the
    market, the monopoly can either yield by sharing the market, or set up a price war.
    How many Nash equilibria does this game have?
    A) 0 B) 1 C) 2 D) 3
  8. The duopoly model in which a continuous oscillation of the product price between
    the monopoly price and the maximum output price of each firm takes place:
    A) Edgeworth model B) Chamberlin model
    C) Bertrand model D) Cournot model
  9. The economist who assumed that profits depend on the degree of monopoly:
    A) David Ricardo B) Karl Marx
    C) Michał Kalecki D) Nicholas Kaldor