3.1-9.1 The Primo Insurance Company is introducing two new prod- uct lines: special risk insurance and mortgages. The expected profit is $5 per unit on special risk insurance and $2 per unit on mortgages. Management wishes to establish sales quotas for the new product lines to maximize total expected profit. The work require- ments are as follows: Work-Hours per Unit Wo Ho A lab Department Special Risk Mortgage Underwriting 3 2400 800 Administration Claims 1200 य हॉकर े (a) Formulate a linear programming model for this problem. D,I (b) Use the graphical method to solve this model. (c) Verify the exact value of your optimal solution from part (b) by solving algebraically for the simultaneous solution of the relevant two equations. 210

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3.1-9.1 The Primo Insurance Company is introducing two new prod-
uct lines: special risk insurance and mortgages. The expected profit
is $5 per unit on special risk insurance and $2 per unit on mortgages.
Management wishes to establish sales quotas for the new
product lines to maximize total expected profit. The work require-
ments are as follows:
Work-Hours per Unit
Wo Ho
A lab
Department Special Risk
Mortgage
2400
Underwriting
Administration
800
Claims
1200
(a) Formulate a linear programming model for this problem.
D.I (b) Use the graphical method to solve this model.
(c) Verify the exact value of your optimal solution from part (b)
by solving algebraically for the simultaneous solution of the
relevant two equations.
3.1-12 (a) only
Please specify: (1) Decision variables; (2) Objective function; (3) Constraints.
MacBook Pro
Transcribed Image Text:3.1-9.1 The Primo Insurance Company is introducing two new prod- uct lines: special risk insurance and mortgages. The expected profit is $5 per unit on special risk insurance and $2 per unit on mortgages. Management wishes to establish sales quotas for the new product lines to maximize total expected profit. The work require- ments are as follows: Work-Hours per Unit Wo Ho A lab Department Special Risk Mortgage 2400 Underwriting Administration 800 Claims 1200 (a) Formulate a linear programming model for this problem. D.I (b) Use the graphical method to solve this model. (c) Verify the exact value of your optimal solution from part (b) by solving algebraically for the simultaneous solution of the relevant two equations. 3.1-12 (a) only Please specify: (1) Decision variables; (2) Objective function; (3) Constraints. MacBook Pro
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