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o Amy uma und worper G. OnePF B 02 18 BER ON ON A) Homer The word we producto OA on There are person OR There are the produceren bote de OC. There were the power st 100 ps Dossible Depart ForPro Amma moto inftable basse persone a boat of the departments, and in the uning sambid packaging mm 192.399 and 178 bor hours per weekly matematical model tot (A) (C) bow Uniwe the model and then the soon Parsen To Boat) 02 04 00 DO ON Type who) O There we motor produselor person oder OG There were there is no production works (C) HW e muesto che in part (Alectare beton barengan sede content and now the www to complete your home OA There are solution. The plant should producere person to twee bottom The whole numbers) 8. There are multiple store the product person soudre crearon boats operate where to mnoge stayings There we notions. There is no production schedule withbours intermente o Amal manufacturing plantes three types of Inflatable boat one person woenson and four person models. Each botrores the services of three dements, sed in the table. The cuting, assembly, and packaging departments ham stor hours per week.rectively Contra mathematical model to complete parta (Al through ( below. Use Case Jordanimation to solve the model and the interprete solution Department Cutting Assembly Packaging One Person Two-Person Four Person Dow Boat Boat 02 04 0.6 06h 12h Othe 03 OA There is one otion. The plant should produce one piton bowo-cerson boats, and four person boats to operate al capacity (Type whole numbers) OB. There are multiple solution. If the plant produces tour person boots, it should produce one person boats and person bonte to opere full capacity, where in minteger tyngst OC There we no solutions. There is no production schedule that will use to hours in all departments (C) How is the production schedule in part (A) atached the tour person boot is no longer produced? Select the corect choice below and il cecessary, to in the sewer toes to compless your colon, OA There is still one solutionThe plant should produce ono punon bow and two-person boots to operate it all capacity (Type whole numbers.) 8. There are multiple solutions. If the plant produces two-person bonts, it should produce one person boats to operate at tal capacity where is an integer cartilying sts C. There are no solutions. There is no production schedule that will use all the labor hours in al departments o Cutting Boat 0.2hr 0.6 h OUGH 12 0.9 0.3 All manufacturing makes three types of inflatable boat one person two per and Department One Person Two-Person Four Person Boat Boat four-panion models. Each coat requires the service che partnera nated in the 0.4" cute, milyard pocaging departments have Alley labor hours per week movey Construct Packaging O. mahamical model to complete parts (through C) blow Us On Jordan alation to solve in model and then har tre solution Types of demais (Al How many boats of each type must be produced each week for the plant operate at full capacity The plant should producen conson bowo person book on the person tout to open Molly (Type Whole numbers.) (D) How is the production schedulo in port (Aalfacted if the packaging Concertinere no longer of Select ow.correct choice bekwand, it camary, to in the arrower boven to complete your choice OA There will come out. The plant should product person bouts o person heats, and our person boats to operato at tut capacity (Type whole numbers) OB. There are multe orion. If the plant production to the producent person boats and won person hown to couroient tot capacity where a motor wynos OC. There are no solutions. There is no production schedule hat will use all the labor hown in al departments (C) How is the production schedule in part (A) affected at the four person bout is no longer produced Select the correct choice below and, if necessary fill in the answer bores to complete your choice Department A small manufacturing plant makes three types of inflatable boats: one-person, two-person, and four-person models. Each boat requires the services of three departments, as listed in the table. The cutting, assembly, and packaging departments have available a maximum of 192, 399, and 178 labor-hours per week, respectively. Construct a mathematical model to complete parts (A) through (C) below. Use Gauss-Jordan elimination to solve the model and then interpret the solution Cutting Assembly Packaging One-Person Two-Person Four-Person Boat Boat Boat 0.2 hr 0.4 hr 0.6 hr 0.6 hr 0.9 hr 1.2 hr 0.1 hr 0.3 hr 0.6 hr (A) How many boats of each type must be produced each week for the plant to operate at full capacity? The plant should produce one-person boats, two-person boats, and four-person boats to operate at full capacity. (Type whole numbers.) (B) How is the production schedule in part (A) affected if the packaging department is no longer used? Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice. A. There is still one solution. The plant should produce one-person boats, two-person boats, and four-person boats to operate at full capacity (Type whole numbers.) O B. There are multiple solutions. If the plant produces t four-person boats, it should produce one-person boats and two person boats to operate at full capacity, where t is an integer satisfying OC. There are no solutions. There is no production schedule that will use all the labor hours in all departments sts Four-Person One-Person Two-Person A small manufacturing plant makes three types of Department Boat Boat Boat Inflatable boats: one-person, two-person, and four person models. Each boat requires the services Cutting 0.2 hr 0.4 hr 0.6 hr of three departments, as listed in the table. The 0.6 hr Assembly 0.9 hr 1.2 hr cutting, assembly, and packaging departments have available a maximum of 192, 399, and 178 Packaging 0.1 hr 0.3 hr 0.6 hr labor-hours per week, respectively. Construct a mathematical model to complete parts (A) through (C) below. Use Gauss-Jordan elimination to solve the model and then interpret the solution 1 www OB. There are multiple solutions. If the plant producest four-person boats, it should produce one-person boats and two person boats to operate at full capacity, where t is an integer satisfying sts OC. There are no solutions. There is no production schedule that will use all the labor-hours in all departments, (C) How is the production schedule in part (A) affected if the four-person boat is no longer produced? Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice O A. There is still one solution. The plant should produce one person boats and two-person boats to operate at full capacity. (Type whole numbers.) OB. There are multiple solutions. If the plant produces t two-person boats, it should produce one-person boats to operate at full capacity, where ths an integer satisfying sts. OC. There are no solutions. There is no production schedule that will use all the labor-hours in all departments, Boat A small manufacturing plant makes three types of One-Person Two-Person Four-Person Department Boat Boat inflatable boats: one person, two-person, and four-person models. Each boat requires the services Cutting 0.2hr 0.4 hr 0.6 hr of three departments, as listed in the table. The 0.6 hr 0.9 hr 1.2 hr cutting, assemblyand packaging departments have Assembly available a maximum of 192, 399, and 178 Packaging 0.1 hr 0.3 hr 0,6 hr labor-hours per week, respectively. Construct a mathematical model to complete parts (A) through (C) below. Use Gauss Jordan elimination to solve the model and then interpret the solution (A) How many boats of each type must be produced each week for the plant to operate at full capacity? The plant should produce one person boats, two-person boats, and four-person boats to operate at full capacity (Type whole numbers.) (B) How is the production schedule in part (A) affected if the packaging department is no longer used? Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice. A. There is still one solution. The plant should produce one-person boats, two-person boats, and four-person boats to operate at full capacity (Type whole numbers.) OB. There are multiple solutions. If the plant produces t four-person boats, it should produce one-person boats and two person boats to operate at full capacity, where is an integer satisfying sts | OC. There are no solutions. There is no production schedule that will use all the labor-hours in all departments, Department A small manufacturing plant makes three types of inflatable boats: one person, two person, and four person models. Each boat requires the services of three departments, as listed in the table. The cutting, assembly, and packaging departments have available a maximum of 192, 399, and 178 labor-hours per week, respectively Construct a mathematical model to complete parts (A) through (C) below. Use Gauss-Jordan elimination to solve the model and then interpret the solution Cutting Assembly Packaging One-Person Two-Parson Four Person Boat Boat Boat 02hr 0.4 hr 0.6 h 0.6 h 0.9 12 he 0.1 hr 0.3 hr 0.6 hr one person boats and two person boats to O B. There are multiple solutions. If the plant produces t four-person boats, it should produce oporate at full capacity, where t is an integer satisfying sts OG. There are no solutions. There is no production schedule that will use all the labor hours in all departments (C) How is the production schedule in part (A) affected if the four-pernda boat is no longer produced? Select the correct choice below and, it necessary, fill in the answer boxos to complete your choice O A There is still one solution. The plant should produce one person boats and two-person boats to operate at full capacity (Type whole numbers.) OB. There are multiple solutions. If the plant produces t two-person boats, it should produce one person bouts to operato at full capacity whorot is an integer satisfying sts OC. There are no solutions. There is no production schedule that will use all the labor-hours in all departments o Amy uma und worper G. OnePF B 02 18 BER ON ON A) Homer The word we producto OA on There are person OR There are the produceren bote de OC. There were the power st 100 ps Dossible Depart ForPro Amma moto inftable basse persone a boat of the departments, and in the uning sambid packaging mm 192.399 and 178 bor hours per weekly matematical model tot (A) (C) bow Uniwe the model and then the soon Parsen To Boat) 02 04 00 DO ON Type who) O There we motor produselor person oder OG There were there is no production works (C) HW e muesto che in part (Alectare beton barengan sede content and now the www to complete your home OA There are solution. The plant should producere person to twee bottom The whole numbers) 8. There are multiple store the product person soudre crearon boats operate where to mnoge stayings There we notions. There is no production schedule withbours intermente o Amal manufacturing plantes three types of Inflatable boat one person woenson and four person models. Each botrores the services of three dements, sed in the table. The cuting, assembly, and packaging departments ham stor hours per week.rectively Contra mathematical model to complete parta (Al through ( below. Use Case Jordanimation to solve the model and the interprete solution Department Cutting Assembly Packaging One Person Two-Person Four Person Dow Boat Boat 02 04 0.6 06h 12h Othe 03 OA There is one otion. The plant should produce one piton bowo-cerson boats, and four person boats to operate al capacity (Type whole numbers) OB. There are multiple solution. If the plant produces tour person boots, it should produce one person boats and person bonte to opere full capacity, where in minteger tyngst OC There we no solutions. There is no production schedule that will use to hours in all departments (C) How is the production schedule in part (A) atached the tour person boot is no longer produced? Select the corect choice below and il cecessary, to in the sewer toes to compless your colon, OA There is still one solutionThe plant should produce ono punon bow and two-person boots to operate it all capacity (Type whole numbers.) 8. There are multiple solutions. If the plant produces two-person bonts, it should produce one person boats to operate at tal capacity where is an integer cartilying sts C. There are no solutions. There is no production schedule that will use all the labor hours in al departments o Cutting Boat 0.2hr 0.6 h OUGH 12 0.9 0.3 All manufacturing makes three types of inflatable boat one person two per and Department One Person Two-Person Four Person Boat Boat four-panion models. Each coat requires the service che partnera nated in the 0.4" cute, milyard pocaging departments have Alley labor hours per week movey Construct Packaging O. mahamical model to complete parts (through C) blow Us On Jordan alation to solve in model and then har tre solution Types of demais (Al How many boats of each type must be produced each week for the plant operate at full capacity The plant should producen conson bowo person book on the person tout to open Molly (Type Whole numbers.) (D) How is the production schedulo in port (Aalfacted if the packaging Concertinere no longer of Select ow.correct choice bekwand, it camary, to in the arrower boven to complete your choice OA There will come out. The plant should product person bouts o person heats, and our person boats to operato at tut capacity (Type whole numbers) OB. There are multe orion. If the plant production to the producent person boats and won person hown to couroient tot capacity where a motor wynos OC. There are no solutions. There is no production schedule hat will use all the labor hown in al departments (C) How is the production schedule in part (A) affected at the four person bout is no longer produced Select the correct choice below and, if necessary fill in the answer bores to complete your choice Department A small manufacturing plant makes three types of inflatable boats: one-person, two-person, and four-person models. Each boat requires the services of three departments, as listed in the table. The cutting, assembly, and packaging departments have available a maximum of 192, 399, and 178 labor-hours per week, respectively. Construct a mathematical model to complete parts (A) through (C) below. Use Gauss-Jordan elimination to solve the model and then interpret the solution Cutting Assembly Packaging One-Person Two-Person Four-Person Boat Boat Boat 0.2 hr 0.4 hr 0.6 hr 0.6 hr 0.9 hr 1.2 hr 0.1 hr 0.3 hr 0.6 hr (A) How many boats of each type must be produced each week for the plant to operate at full capacity? The plant should produce one-person boats, two-person boats, and four-person boats to operate at full capacity. (Type whole numbers.) (B) How is the production schedule in part (A) affected if the packaging department is no longer used? Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice. A. There is still one solution. The plant should produce one-person boats, two-person boats, and four-person boats to operate at full capacity (Type whole numbers.) O B. There are multiple solutions. If the plant produces t four-person boats, it should produce one-person boats and two person boats to operate at full capacity, where t is an integer satisfying OC. There are no solutions. There is no production schedule that will use all the labor hours in all departments sts Four-Person One-Person Two-Person A small manufacturing plant makes three types of Department Boat Boat Boat Inflatable boats: one-person, two-person, and four person models. Each boat requires the services Cutting 0.2 hr 0.4 hr 0.6 hr of three departments, as listed in the table. The 0.6 hr Assembly 0.9 hr 1.2 hr cutting, assembly, and packaging departments have available a maximum of 192, 399, and 178 Packaging 0.1 hr 0.3 hr 0.6 hr labor-hours per week, respectively. Construct a mathematical model to complete parts (A) through (C) below. Use Gauss-Jordan elimination to solve the model and then interpret the solution 1 www OB. There are multiple solutions. If the plant producest four-person boats, it should produce one-person boats and two person boats to operate at full capacity, where t is an integer satisfying sts OC. There are no solutions. There is no production schedule that will use all the labor-hours in all departments, (C) How is the production schedule in part (A) affected if the four-person boat is no longer produced? Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice O A. There is still one solution. The plant should produce one person boats and two-person boats to operate at full capacity. (Type whole numbers.) OB. There are multiple solutions. If the plant produces t two-person boats, it should produce one-person boats to operate at full capacity, where ths an integer satisfying sts. OC. There are no solutions. There is no production schedule that will use all the labor-hours in all departments, Boat A small manufacturing plant makes three types of One-Person Two-Person Four-Person Department Boat Boat inflatable boats: one person, two-person, and four-person models. Each boat requires the services Cutting 0.2hr 0.4 hr 0.6 hr of three departments, as listed in the table. The 0.6 hr 0.9 hr 1.2 hr cutting, assemblyand packaging departments have Assembly available a maximum of 192, 399, and 178 Packaging 0.1 hr 0.3 hr 0,6 hr labor-hours per week, respectively. Construct a mathematical model to complete parts (A) through (C) below. Use Gauss Jordan elimination to solve the model and then interpret the solution (A) How many boats of each type must be produced each week for the plant to operate at full capacity? The plant should produce one person boats, two-person boats, and four-person boats to operate at full capacity (Type whole numbers.) (B) How is the production schedule in part (A) affected if the packaging department is no longer used? Select the correct choice below and, if necessary, fill in the answer boxes to complete your choice. A. There is still one solution. The plant should produce one-person boats, two-person boats, and four-person boats to operate at full capacity (Type whole numbers.) OB. There are multiple solutions. If the plant produces t four-person boats, it should produce one-person boats and two person boats to operate at full capacity, where is an integer satisfying sts | OC. There are no solutions. There is no production schedule that will use all the labor-hours in all departments, Department A small manufacturing plant makes three types of inflatable boats: one person, two person, and four person models. Each boat requires the services of three departments, as listed in the table. The cutting, assembly, and packaging departments have available a maximum of 192, 399, and 178 labor-hours per week, respectively Construct a mathematical model to complete parts (A) through (C) below. Use Gauss-Jordan elimination to solve the model and then interpret the solution Cutting Assembly Packaging One-Person Two-Parson Four Person Boat Boat Boat 02hr 0.4 hr 0.6 h 0.6 h 0.9 12 he 0.1 hr 0.3 hr 0.6 hr one person boats and two person boats to O B. There are multiple solutions. If the plant produces t four-person boats, it should produce oporate at full capacity, where t is an integer satisfying sts OG. There are no solutions. There is no production schedule that will use all the labor hours in all departments (C) How is the production schedule in part (A) affected if the four-pernda boat is no longer produced? Select the correct choice below and, it necessary, fill in the answer boxos to complete your choice O A There is still one solution. The plant should produce one person boats and two-person boats to operate at full capacity (Type whole numbers.) OB. There are multiple solutions. If the plant produces t two-person boats, it should produce one person bouts to operato at full capacity whorot is an integer satisfying sts OC. There are no solutions. There is no production schedule that will use all the labor-hours in all departments