Practical assignment 6 (PA6) - open till 24.05.2024.8:00 (page 8 of 8) - Google Chrome estudijas.rtu.lv/mod/quiz/attempt.php?attempt=7303068\&cmid=4348802\&page=7 Finish attempt ... Initial conditions: Time left 0:50:24 The furniture manufacturing company produces two types of furniture series - "London" and "Paris". The production process takes place in carpentry, varnishing and packaging workshops. In the carpentry workshop "London" is prepared for 4 hours, but the "Paris" is processed for 3 hours, in the varnishing workshop "London" is processed for one and a half hours, but the "Paris" is processed for 3 hours, and at the packaging workshop one "London" is packed in 20 minutes, "Paris" is packed in 40 minutes. 480 hours are available in carpentry, 300 hours in a varnishing workshop and 100 hours in a packing workshop. The company can make a profit of \( € 45 \) for one "London" and \( € 43 \) for one "Paris". Initial conditions: x1 - "London" on horizontal axis, x2- "Paris" on vertical axis Note: If You use hours in the model: \( 20 \mathrm{~min}=0.333333 \) hours. Alternative: use minutes in the model. Question: Which line is the meets the \( 10 \times 1+20 \times 2>=300 \) constraint? (Select the most appropriate answer.)
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The problem involves optimizing the production of two types of furniture, "London" (x1) and "Paris" (x2), under certain constraints. The objective is to maximize profit, where each "London" yields €45 and each "Paris" yields €43. Show more…
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The furniture manufacturing company produces two types of furniture series - "London" and "Paris". The production process takes place in carpentry, varnishing and packaging workshops. In the carpentry workshop "London" is prepared for 4 hours, but the "Paris" is processed for 3 hours, in the varnishing workshop "London" is processed for one and a half hours, but the "Paris" is processed for 3 hours, and at the packaging workshop one "London" is packed in 20 minutes, "Paris" is packed in 40 minutes. 480 hours are available in carpentry, 300 hours in a varnishing workshop and 100 hours in a packing workshop. The company can make a profit of 45 for one "London" and 43 for one "Paris". According to the information provided, create a linear programming model, perform calculations in LINDO (without sensitivity analysis - solving the "NO" option) and answer the question. Note: If You use hours in the model: 20 min= 0.333333 hours. Alternative: use minutes in the model. Question: (Change the original model and calculate): How much will the company's profit be if the profit from the "London" is 480 and "Paris" is 300 (optimal plan)? You must enter an integer ((integer) 0, 1, 2, 3..), if the answer is 5, then: 5
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