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README.md

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@@ -548,21 +548,38 @@ After running Solver:
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- **y = 20**
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- **Z = 40×10 + 30×20 = 1000**
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<br>
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## Extras Excercise:
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## Extras Excercise
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<br>
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### 1. [Develop a Mathematical Model – Linear Programming (LP)]():
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📘 Problem Statement in English
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A company, after a production rationalization process, has 3 available productive resources: R1, R2, and R3. A study indicated the feasibility of manufacturing two products: P1 and P2. After analyzing costs and consulting the sales department, it was found that P1 yields a profit of 120 u.m. per unit and P2 yields 150 u.m. per unit. The production department provided the following resource usage table:
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| Product | R1/unit | R2/unit | R3/unit |
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|---------|---------|---------|---------|
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| P1 | 2 | 3 | 5 |
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| P2 | 4 | 0 | 3 |
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| Resource Availability per month | R1 = 100 | R2 = 90 | R3 = 120 |
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<br>
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### **2.** Solve graphically the LP presented below:
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<br><br>
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### **2.** [Solve graphically the LP presented below]():
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<br>
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$$
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\
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\begin{aligned}
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<br><br>
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### **3.** Solve the following linear programming problem using the Simplex method.:
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### **3.** [Solve the following linear programming problem using the Simplex method]():
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<br>
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$$
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\end{cases}
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\end{aligned}
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SS
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$$
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