A 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 B C D E Carpentry (hours/cabinet) 3.0 2.0 360 Painting (hours/cabinet) 1.5 1.0 200 Finishing (hours/cabinet) 0.75 0.75 125 Net Revenue/Cabinet ($) $28 $25 F G H I J K L Problem 8-1 Template Inputs Cabinet Style French Provincial (X1) Danish Modern (X2) Department Capacity (hours) Place the Optimal quantities here Solve using the Corner Point Method here. X2 # Cabinets French Provincial (X1) Danish Modern (X2) Place the Constraint equations here Constraints Constraints Carpentry Department Painting Department Finishing Department Contract Requirement Contract Requirement <= <= <= >= >= Requirement 360 200 125 60 60 Objective to maximize Revenue Place the computed Revenue value here X1 Problem 8-3 Template Inputs Period 1 2 3 4 5 6 Time 3am - 7am 7am - 11am 11am - 3pm 3pm - 7pm 7pm - 11pm 11pm - 3pm Number of Waiters and Bus Boys Required Number of Workers Starting at 3am Starting at 7am Starting at 11am Starting at 3pm Starting at 7pm Starting at 11pm Worker Constraints Constraints Objective to minimize Number of Workers to Start the Shifts Values Problem 8-4 Template Inputs Oats Enriched Grain Minerals Oats Enriched Grain Mineral Product Oats Enriched Grain Minerals Cost per Pound per Horse per Day Diet Requirement (ingredients) A B C D E Number of Pounds Ingredient Constraints Courses used Objective to minimize Cost Minimum Daily Requirement Minimum Daily Requirement Problem 8-6 Template Inputs Type of Ad TV (T) Radio (R) Billboards (B) Newspapers (N) Cost per Ad Audience Reached/Ad Maximum Number Number of Ads TV (T) Radio (R) Billboards (B) Newspapers (N) Ingredient Constraints Constraints Objective to maximize Number of People to Reach Values