We are interested in finding out the minimum of several upper bounds and the maximum of several lower bounds, because knowing them can make us identify an enlarged arbitrage opportunity zone compared to knowing one upper bound and/or one lower bound only. O True O False
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- True /False Could you please explain the reason In relation to a minimization problem, the z value for the candidate solution obtained from a sup-problem of the b&b algorithm is a lower bound on the optimal z-value for the original IP Feasible region for the IP's LP relaxation is a subset of feasible region of the IPFind NPV and the Profibility index?Briefly explain two measures that can be used in narrowing down the expectation gap
- Solve the LP problem. If no optimal solution exists, indicate whether the feasible region is empty or the objective function is unbounded. HINT [See Example 1.] (Enter EMPTY if the region is empty. Enter UNBOUNDED if the function is unbounded.)Maximize and minimize p = x + 2y subject to x + y ≥ 4 x + y ≤ 10 x − y ≤ 4 x − y ≥ −4.when NPV is greater than zero the PI will be greater than zero, greater than one, less than one, or less than zero?4) Assume the index model is valid, what inputs will be required to determine covariance between two assets? A) βk B) βL C) σM D) all of the options E) None of the options are correct. Choose the correct answer with justification
- Triangular arbitrage is not a truly an arbritrage opportunity since the actual cross rate could change at any moment in such a way that the return an arbitrageur would receive becomes zero. True FalseCan you explain how they calculate the value of NPV?How can you get the value of 0.404 from the solution below? Step by step.
- 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 aboveWhat happens when N (d2) of the Black Scholes Morten Model is in the negative figure? What does this result in?please solve with this exact values!