A) expected return of the portfolio.
B) annual interest on the portfolio.
C) variance of the portfolio's return.
D) number of investments listed in the portfolio.
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Multiple Choice
A) efficient frontier
B) local optimum
C) global maximum
D) diverging function
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Multiple Choice
A) a capital budgeting pricing model.
B) a market share optimization model.
C) the Hauck maximum variance portfolio model.
D) the Markowitz mean-variance portfolio model.
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Multiple Choice
A) is also a local maximum.
B) need not be a local maximum, but vice versa is true.
C) is also a local minimum.
D) need not be local minimum, but vice versa is true.
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Multiple Choice
A) binary variable
B) binding constraint
C) reduced cost
D) objective coefficient
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Multiple Choice
A) -8
B) 0
C) -1
D) 1
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Multiple Choice
A) convex quadratic
B) nonlinear objective
C) concave quadratic
D) negative elliptical
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Multiple Choice
A) a global minimum
B) not a local maximum
C) not a local minimum
D) bowl-shaped
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Multiple Choice
A) coefficient of correlation
B) coefficient of imitation
C) coefficient of independence
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Essay
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View Answer
Multiple Choice
A) hyperbolic function.
B) quadratic function.
C) logarithmic function.
D) cubic function.
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Multiple Choice
A) -1 £ X £ 1, -1 £ Y £ 1.
B) -1.5 £ X £ 1, 0 £ Y £ 8.
C) -1.5 £ X £ 2.0, -1.5 £ Y £ 2.0.
D) 0 £ X £ 1, 0 £ Y £ 1.
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Multiple Choice
A) f(X, Y) = X2 + Y2
B) f(X, Y) = Xsin(2πY) + Ysin(2πX)
C) f(X, Y) = -X2 - Y2
D) f(X, Y) = Xsin(5πX) + Ysin(5πY)
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Essay
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View Answer
Multiple Choice
A) q < p
B) q > p
C) m < q
D) p > m
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Multiple Choice
A) contour
B) efficient frontier
C) unity constraint
D) reduced gradient
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Multiple Choice
A) branch-and-bound
B) cutting plane
C) rolling-horizon
D) sensible-period
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Multiple Choice
A) maximize the variance of the portfolio subject to a constraint on the expected return of the portfolio.
B) minimize the expected return of the portfolio subject to a constraint on variance.
C) minimize the variance of the portfolio subject to a constraint on the expected return of the portfolio.
D) minimize the expected return of the portfolio with no constraint on variance.
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Multiple Choice
A) concave
B) convex
C) conic
D) linear
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Multiple Choice
A) local maximum
B) local minimum
C) convergence point
D) endpoint
Correct Answer
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