Consider an economy, where there is a single consumption good and two states of nature {a,b}. There are two consumers, A and B, with preferences and (random) endowments as follows: Agent A: u (¤Â(a),ïÂ(b)) = logxÂ(ª) + logïÂ(b), (¤Â(a), ¤Â(b)) = (1,2) ● Agent B: uß (¤Â(a), xß(b)) = logxß(a) + logxß(b), (eß(a), eß(b)) = (3, 1) (i) In order to hedge against risk individuals can trade two securities with returns · (¹), (9), where the top payoff refers to state a and the bottom to state 6. How many units of the asset r₁ will be held by individual A at equilibrium? denominated in units of the commodity: r₁ = and r2 =
Consider an economy, where there is a single consumption good and two states of nature {a,b}. There are two consumers, A and B, with preferences and (random) endowments as follows: Agent A: u (¤Â(a),ïÂ(b)) = logxÂ(ª) + logïÂ(b), (¤Â(a), ¤Â(b)) = (1,2) ● Agent B: uß (¤Â(a), xß(b)) = logxß(a) + logxß(b), (eß(a), eß(b)) = (3, 1) (i) In order to hedge against risk individuals can trade two securities with returns · (¹), (9), where the top payoff refers to state a and the bottom to state 6. How many units of the asset r₁ will be held by individual A at equilibrium? denominated in units of the commodity: r₁ = and r2 =
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
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