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produce an LP model linear programming model with constraints 20+ The Canadian Parks Commission controls two tracts of land. Tract I consists of 300 acres

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produce an LP model
linear programming model with constraints
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20+ The Canadian Parks Commission controls two tracts of land. Tract I consists of 300 acres and tract 2, 100 acres. Each acre of tract 1 can be used for spruce trees or hunting, or both. Each acre of tract 2 can be used for spruce trees or Camping, or both. The capital (in hundreds of dollars) and Inbor (in worker-days) required to maintain one acre of each tract, and the profit (in thousands of dollars) per acre for each possible use of land are given in Table 55. Capital of $150,000 and 200 man-days of labor are available. How should the land be allocated to various uses to maximize profit received from the two tracts? TABLE 55 Tract C Prolit apital 3 Labor 0.1 (12 I Spruce 1 Hunting 1 Both 2 Spruce 2 Camping 2 Both 0 09 101011 20+ The Canadian Parks Commission controls two tracts of land. Tract I consists of 300 acres and tract 2, 100 acres. Each acre of tract 1 can be used for spruce trees or hunting, or both. Each acre of tract 2 can be used for spruce trees or Camping, or both. The capital (in hundreds of dollars) and Inbor (in worker-days) required to maintain one acre of each tract, and the profit (in thousands of dollars) per acre for each possible use of land are given in Table 55. Capital of $150,000 and 200 man-days of labor are available. How should the land be allocated to various uses to maximize profit received from the two tracts? TABLE 55 Tract C Prolit apital 3 Labor 0.1 (12 I Spruce 1 Hunting 1 Both 2 Spruce 2 Camping 2 Both 0 09 101011

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