Is it true that assuming the Black-Scholes model with the standard assumptions, the function f(t,St) =t+S2t cannot be the price of any derivative.
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- What is the role that the required rate of return plays in the NPV model? In the IRR model?Which one of the following statements is correct?a. If NPV is positive, IRR will be less than required rate of returnb. If NPV = 0, IRR is equal to the required rate of returnc. If NPV is positive, IRR is equal to the required rate of returnd. If NPV is negative, IRR will be greater than the required rate of returne. None of the aboveExplain why the volatility is considered to be the most critical variable in theBlack Scholes model.
- did hedging reduce volatility of the realized price?Answer Yes or No and explainIf the weakest form of market efficiency holds, then security prices reflect all information found in past prices and volume. Thus, traditional "technical analysis" will not work. Group of answer choices True FalseThe break-even value calculation is similar to the calculation we use for theinternal rate of return. True or false?
- Derive the Karush-Kuhn-Tucker conditions for this Bid-price policy program (also shown in the image for clarity),min J˜µT(x)s.t. µ ≥ 0with variable µ ∈ ℝ^m. In particular, show that an optimal solution µ* to this program must satisfy the constraints in the image below:Does the Present Value (PV) technique is based on return?Why do conflicts sometimes arise between the netpresent value (NPV) and internal rate of return(IRR) methods; that is, what conditions can leadto conflicts? Can similar conflicts arise betweenmodified internal rate of return (MIRR) andNPV rankings, or between rankings by the MIRRand IRR methods?
- An investor takes as large a position as possible when an equilibrium price relationship is violated. This is an example of:a. A dominance argument.b. The mean-variance efficient frontier.c. Arbitrage activity.d. The capital asset pricing model.The discounted payback rule will give the same result as the NPV rule when the cut-off rule is infinite the discount rate is the same they will never give the same result the cut-off rule is zeroThe slope of the security market line cannot be negative. Begin your answer with Consistent or Inconsistent followed by your explanation.