If Ram Nation can give up one unit of future consumption and as a a result increase its current consumption by 0.96 units, what must be its real rate of interest.
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- What is the risk neutral probability of state 1?1. What are the values of the unit claims (C1 and C2)? 2. What is the risk free rate implied by these assets?5) Which of the following will cause a movement from one point on an AD curve to another point on the same AD curve? a) a change in government expenditures b) a change in the price level c) a change in net exports d) all of the options provided 6) Here is a consumption function: C = CO + MPC(Yd). If MPC is 0.80, then we know that a) as Co rises by $0.80, Yd rises by $1. b) Yd rises by $0.80. c) as Yd rises by $1. Co rises by $0.80. d) as Yd rises by $1, C rises by $0.80. 7) An aggregate demand (AD) curve shows the a) none of the options provided is correct b) quantity of output that people are willing and can afford to buy at different price levels, ceteris paribus c) quantity of output that people are willing as well as able to produce and sell at different price levels, ceteris paribus. d) value of a particular good that people are willing and able to buy at a particular price, ceteris paribus. d) value of a particular good that people are willing and able to buy at a particular…
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- Suppose that consumers have utility function U(C) = log(C) where C is the consumption level and log is the natural logarithm. Consumers have initial consumptionlevels of 100 and are exposed to the following risk of loss: lose 10 with probability0.4 and lose 5 with probability 0.6. They are considering buying insurance to coverthese losses. What is the certainty equivalent level of C when uninsured? (Hint: Findthe consumption level CEsuch that U(CE) equals the expected utility whenuninsured.)Am.11.Refer to the following payoff table (values are profit): State of Nature Alternative S1 S2 A1 75 −40 A2 0 100 Prior Probability 0.6 0.4 What is the expected payoff of the decision strategy (i.e. using the EMV/EP criterion)?
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