Q3 Hamilton Inc. selling electronic devices is scheduling its production for the next four months. The demand for electronic devices for each month is given as below table: Month 1 80 Month 2 100 Month 3 120 Month 4 140 Demand Hamilton Inc. can produce at most 120 devices per month with regular-time labor. The production cost of each device is $180 in Month 1 and 2, and $220 in Month 3 and 4. Hamilton Inc. can produce up to 30 additional devices per month with overtime labor but at an increased cost of $200 for each device in month 1 and 2, and $240 in month 3 and 4. Hamilton Inc. should also pay the holding cost of $10 per unsold device at the end of each month. 3.1. Formulate the problem as a linear problem (LP) to minimize the production and holding cost to meet the demand. 3.2. Transform the LP into the standard form {min cfr, Ax =b, x >0}. lp 3p Q3 Hamilton Inc. selling electronic devices is scheduling its production for the next four months. The demand for electronic devices for each month is given as below table: Month 1 80 Month 2 100 Month 3 120 Month 4 140 Demand Hamilton Inc. can produce at most 120 devices per month with regular-time labor. The production cost of each device is $180 in Month 1 and 2, and $220 in Month 3 and 4. Hamilton Inc. can produce up to 30 additional devices per month with overtime labor but at an increased cost of $200 for each device in month 1 and 2, and $240 in month 3 and 4. Hamilton Inc. should also pay the holding cost of $10 per unsold device at the end of each month. 3.1. Formulate the problem as a linear problem (LP) to minimize the production and holding cost to meet the demand. 3.2. Transform the LP into the standard form {min cfr, Ax =b, x >0}. lp 3p