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Assume you are professional manager of large stock portfolios and use computer models based on nonlinear programming to guide

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Answer #1

Answer:-

Given that:-

(a)

we have to

minimize ;Risk=(0.28S_{1})^{2}+(0.45S_{2})^{2}+(0.05S_{3})^{2}+2(0.06)S_{1}S_{2}+2(-0.015)S_{1}{3}+2(-0.01)S_{2}{3}

Subjected to-

(20\%)S_{1}+(25\%)S_{2}+(8\%)S_{3}\geq 15\%

S_{1}+S_{2}+S_{3}=100\%

S_{1},S_{2},S_{3}\geq 0

So , portfolio is 38% stock1

14% stock 2

48% stock3

(b)

% STOCK1 STOCK2 STOCK3 RISK
20% 59% 29% 12% 0.061945
25% 0% 100% 0% 0.202494

above 25% we are unable to find feasible solution , it doesn't satisfy all constraints.

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