3. The Hi Tech Company is making three models of computer d…
3. The Hi Tech Company is making three models of computer desks: an executive model, an office model, and a student model. Construction of the executive model requires 2 hours in the cabinet shop, 1 hour in the finishing department, and 1 hour in the crating department. The office model requires 1 hour, 2 hours, and 1 hour respectively, in these departments, while the student model requires 1 hour, 1 hour, and ½ hour, respectively, in these departments. On a daily basis, the cabinet shop has 16 hours available; the finishing department, 16; and the crating department, 10. If the company realizes a profit of $150 on each executive model, $125 on each office model, and $50 on each student model, how many of each type of computer desk should it make and sell to maximize profits? SET UP THE LINEAR PROGRAMMING PROBLEM {the constraints and function}. DO NOT SOLVE. {8 pt.}
Read Details4. The table below represents the California State Universit…
4. The table below represents the California State University at San Diego enrollment from 1999 to 2007. {4 pts. each} Year 1999 2000 2001 2002 2003 2004 2005 2006 2007 Enrollment 31,413 31,609 34,171 34,304 33,676 32,936 32,693 34,305 36,550 a.) Find the best-fit model for the data. b.) According to the model, what will the enrollment be for 2025?
Read Details3. The Hi Tech Company is making three models of computer d…
3. The Hi Tech Company is making three models of computer desks: an executive model, an office model, and a student model. Construction of the executive model requires 2 hours in the cabinet shop, 1 hour in the finishing department, and 1 hour in the crating department. The office model requires 1 hour, 2 hours, and 1 hour respectively, in these departments, while the student model requires 1 hour, 1 hour, and ½ hour, respectively, in these departments. On a daily basis, the cabinet shop has 16 hours available; the finishing department, 16; and the crating department, 10. If the company realizes a profit of $150 on each executive model, $125 on each office model, and $50 on each student model, how many of each type of computer desk should it make and sell to maximize profits? SET UP THE LINEAR PROGRAMMING PROBLEM {the constraints and function}. DO NOT SOLVE. {8 pt.}
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