In an economy ‘a la Diamond and Dybvig (1983)1 where the long-term investment has a return of R = 2.25, and the bank offers r1 = 1.25 for early withdrawals or r2 = 1.947 for late withdrawals, would 58% of depositors withdrawing in the first period generate a bank run?
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In an economy ‘a la Diamond and Dybvig (1983)1 where the long-term investment has a return of R = 2.25, and the bank offers r1 = 1.25 for early withdrawals or r2 = 1.947 for late withdrawals, would 58% of depositors withdrawing in the first period generate a bank run?
a. Yes
b. Yes, but only if late depositors would earn a return less than r2
c. No
d. Yes, but only if there is deposit insurance in place
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- I need help solving a question regarding the Diamond-Dybvig model. Specifically (Calculating the bank's profit after t = 2. In other words, what amount of funds remains at the bank once all depositors have withdrawn? ). For context, the question states there are three periods ( t = 0, 1, 2), a single consumption good, and an illiquid investment oppurtunity that pays gross return 1.1 if liquidated at t = 1, or gross return 2.2 if liquidated at t=2. There are 30 people in the economy endowed with with 1 unit of the consumption good at t = 0. At t = 1, exactly 11 will randomly realize that they need to consume at t = 1 (the early consumers), the remaining 19 people will need to consume at t = 2 (the late consumers). The utility derived from consumption is 1 − (1/c1)2 for early consumers, 1 − (1/c2)2 for late consumers, where the subscript denotes the time of consumption.Explain whether each of the following statements is true or false : A). An increase in the ratio of cash holdings to deposits raises the money multiplier. B). If real interest rates become negative, the neoclassical model of investment predicts there is now no limit to how much capital rms want to purchase.Explain the micro factors and macro factors which affect the cost of money? What are the conclusions of Beta stability tests and Tests based on the slope of the SML? (hint: refer to Ch 25 in the textbook) Suppose Asset A has an expected return of 10 percent and a standard deviation of 20 percent. Asset B has an expected return of 16 percent and a standard deviation of 40 percent. If the correlation between A and B is 0.35, what are the expected return and standard deviation for a portfolio comprised of 40 percent Asset A and 60 percent Asset B? 1) Calculate what is called Beta, , from the table below (hint : use excel for calculation for beta) and then 2) make the equation with beta and intercept to calculate the expected return of i asset. (hint; use SML equation in Chapter 25 and rRF=5%, M =9% ) Year M i 1 16% 19% 2 -6% -11% 3 12% 17% 4 14% 19% Calculate the expected return of portfolio and standard deviation of portfolio…
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