OPTIONS FOR DROP-DOWN BOX 1:

1. SLING CHAIRS
2. ADINIREK CHAIRS
3. HAMMOCKS

OPTIONS FOR DROP-DOWN BOX 2:

1. PROFIT
2. COST

OPTIONS FOR DROP-DOWN BOX 3:

1. DECREASE
2. INCREASE

OPTIONS FOR DROP-DOWN BOX 4:

1. WITHIN
2. NOT WITHIN

OPTIONS FOR DROP-DOWN BOX 5:

1. WOULD
2. WOULD NOT

OPTIONS FOR DROP-DOWN BOX 6:

1. WOULD
2. WOULD NOT

OPTIONS FOR DROP-DOWN BOX 7:

1. INCREASE
2. DECREASE

OPTIONS FOR DROP-DOWN BOX 8:

1. WOULD
2. WOULD NOT

OPTIONS FOR DROP-DOWN BOX 9:

1. INCREASE
2. DECREASE

OPTIONS FOR DROP-DOWN BOX 10:

1. WOULD
2. WOULD NOT

Bangs Leisure Chairs produces three types of handcrafted outdoor chairs that are popular for beach, pool, and patios: sling chairs, Adirondack chairs, and hammocks. The Solver Sensitivity Report for the optimal solution is provided. Use the information the Solve Sensitivity Report provides to answer the following questions. Click the icon to view the Solver Sensitivity Report. The reduced cost for becomes profitable to produce them. Since a unit profit increase of more than $4.744 is Decrease limits, such a change implies that the unit change the optimal solution and the problem by at least $4.744 before it the Allowable Increase and Allowable have to be re-solved. A one-unit increase in assembly hours available will the profit by $ The optimal values for the variables change. (Type an integer or a decimal. Do not round.) A one-unit increase in total hours available will the profit by $ The optimal values for the variables change. (Type an integer or a decimal. Do not round.) Bangs Leisure Chairs produces three types of handcrafted outdoor chairs that are popular for beach, pool, and patios: sling chairs, Adirondack chairs, and hammocks. The Solver Sensitivity Report for the optimal solution is provided. Use the information the Solve Sensitivity Report provides to answer the following questions. Click the icon to view the Solver Sensitivity Report. The reduced cost for becomes profitable to produce them. Since a unit profit increase of more than $4.744 is Decrease limits, such a change implies that the unit change the optimal solution and the problem by at least $4.744 before it the Allowable Increase and Allowable have to be re-solved. A one-unit increase in assembly hours available will the profit by $ The optimal values for the variables change. (Type an integer or a decimal. Do not round.) A one-unit increase in total hours available will the profit by $ The optimal values for the variables change. (Type an integer or a decimal. Do not round.)