Many businesses use linear programming to determine how to achieve the maximum profit for a product that they are selling. While the mathematical models they use may be more complicated than those we are using today, the process is very much the same. Assume that you have just been charged with helping to return a struggling furniture business to profitability. The business creates two pieces of furniture: dressers and tables. When graphing, the number of tables should be represented on the y-axis while the number of dressers should be on the x-axis. Begin by taking the following statements and translating them into equations or inequalities for questions 1-3. 1.Dressers take five hours to build, while tables take three hours to build. The total number of hours must be less than or equal to 400. 2.The total profit is determined by dressers selling for $325 in profit, while tables sell for $125 in profit. 3.Dressers cost $100 and tables cost $75 for materials manufacture. Total materials cost must not be more than $9,750.