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- Use the basic formula for present value, along with the given discount rate, r, and the number of periods, n, to calculate the present value of $1 in teh case shown in the following table. Opportunity cost r: 7% Number of periods n: 17Present using the rate of return method (ROR) with the formula. If the NPV is used to determine the ROR, please explain why? Rate of interest = 10%The correct formula to calculate the future value (FV) of a present value (PV) when simple interest is used is? Note: N would be number of periods and i would be the interest rate. A. FV = PV X (1+i)^N, where^ represents power B. FV = PV X (1+i)^-N, where^ represents power O C. FV = PV/((1+i) X N) D. FV = PV x (1 + (N x i)) Reset Selection Mark for Review What's This? The correct formula to calculate the future value (FV) of a present value (PV) when simple interest is used is? Note: N would be number of periods and i would be the interest rate. A. FV = PV X (1+i)^N, where^ represents power OB. FV = PV X (1+i)^-N, where^ represents power C. FV = PV /((1+i) x N) D. FV = PV x (1 + (N X i)) Reset Selection Mark for Review What's This?
- Assume X = $100 and So = $95. With T on the X-axis and $ on the Y-axis, plot the time value (price minus intrinsic value) implied for each of the following long call prices. Pa(So,T1,X) = $6.00; Pa(So,T2,X) = $7.00; Pa(So,T3,X) = $8.20; Pa(So,T4,X) = $12.50If the risk-free rate is 4.8 percent and the risk premium is 6.8 percent, what is the required return? (Round your answer to 1 decimal place.) Required Return: ___.__%Consider the formula: A = P(1 + r)t. What can we say about the variable A? it is a future value it is a present value
- Suppose that we can describe the world using two states and that two assets are available, asset K an asset L. We assume the asset’s future prices have the following distribution Suppose that we can describe the world using two states and that two assets are available, asset K an asset L. We assume the asset’s future prices have the following distribution state 1 Future Price Asset K $55 $45 2. Future Price Asset L $60 $30 The current price of asset K is $50, and the current price of asset L is $50. What are the values of the unit claims (C1 and C2)? What is the risk free rate implied by these assets? What is the “risk neutral probability” of state 1? What is the “risk neutral probability” of state 2? What is the price implied for an asset providing $100 in state 1 and $50 in state 2? You plan to buy a home for $100,000 in the future.You want to guarantee that you will have the money.What would you buy/sell today to accomplish this, and what…The NPV profile: O A. shows the payback period the point at which NPV is positive. O B. shows the internal rate of return the point at which NPV is zero. OC. shows the NPV over a range of discount rates. O D. B and C are correct.2. We know the following two premiums: E(r) – E(˜Â) = 0.4 and E(rÂ) — rƒ = 0.1. (a) Calculate ₁. (b) If security B has BB : = 1 and E(rB) - rf = 0.5. What is aß?
- Internal Rate of Return is the discount rate that sets NPV to 0. True or false?Consider an individual facing the prospect of having high income, YH > 0, with probability 7 and low income, YL, with probability 1 – T, YH > YL. Prior to learning whether realized income is high or low, the individual is able to go into the market and purchase (or sell) two types of assets. Let the Asset 1 have a return structure such that it pays R1.H units of goods if y = YH and pays R1,L units of goods if y = YL. Similarly, let Asset 2 have a return structure such that it pays R2.H units of goods if y = YH and pays R2,L units of goods if y to spend in the asset market but this wealth is not storable and hence cannot be save to purchase consumption goods. Denote by a1 the amount of Asset 1 purchased by the individual and az the amount of Asset 2 purchased by the individual. The individual's problem is to maximize the expected utility from consumption sub- ject to the constraints that consumption must be financed out of income and the realized return from the asset portfolio as well…The formula 1/(1 + r)t is used to calculate Multiple Choice The present value annuity factor. The present value interest factor. The future value interest factor. The present value of $1 occurring t periods from now.