please solve clearly and please write clearly.

2) The Canadian Parks Commission controls two tracts of land. Tract 1 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 labor (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 the table below. 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 (formulate, write the meaning of each variable, solve it using simplex algorithm)? Tract Capital Labor Profit Spruce 10.1 0.2 1 Hunting 3 Both 14 0.2 0.5 2 Spruce 10.05 0.06 2 Hunting|30 Both 10 1.01 1.1 0.2 10.4 15 0.09 Eg: x = Land used for Spruce in tract 1