The following questions are based on the problem below.
An investor has $150,000 to invest in investments A and B. Investment A requires a $10,000 minimum investment, pays a return of 12% and has a risk factor of .50. Investment B requires a $15,000 minimum investment, pays a return of 10% and has a risk factor of .20. The investor wants to maximize the return while minimizing the risk of the portfolio. The following multi-objective linear programming (MOLP) has been solved in Excel.
-Refer to Exhibit 7.2. What Risk Solver Platform (RSP) constraint involves cells $B$6:$C$6?
A) $B$6:$C$6=$B$7:$C$7
B) $B$6:$C$6 $B$7:$C$7
C) $B$6:$C$6 $B$7:$C$7
D) $B$6:$C$6=$D$7
Correct Answer:
Verified
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Q35: Exhibit 7.1
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5 X1 +
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Q45: MINIMAX solutions to multi-objective linear programming (MOLP)
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Q80: Exhibit 7.4
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