Rounded to the nearest integer, how many feet of tubing are being used in the optimal solution If possible, should the company acquire more labor hours (yeso) If so, rounded to the nearest integer, how much labor should the company make available (enter 1566 if your previous answer is 'no') If the company could reduce the labor required to produce Aqua Spas from 9 to 8 hours, the new Total Profit (rounded to the nearest integer) will be equal to If the company could reduce the amount of tubing required to produce Aqua Spas from 12 to 9 feet, the new Total Profit (rounded to the nearest integer) will be equal to The unit profit on Aqua Spas can vary between and without changing the optimal solution 250 225 200 175 150 Aqua Spas Hydro (X1) Luxes (X2) Optimal Qty 122 00 78 00 Unit Profits $350 $300 Total Profit $66,100 Constraints Required Available For Pumps 1 1 200 Labor 9 61566 Jo Tubing 12 16 2880 Display Optimal solution Profit level curve Pump boundary line Labor boundary line Reset Tubing boundary line 125 100 80 75 0 25 50 75 100 125 150 175 200 225 250 225 200 175 150 Aqua Spas Hydro (X1) Luxes (X2) Optimal Qty 122 00 78 00 Unit Profits $350 $300 Total Profit $66,100 Constraints Required Available For Pumps 1 1 200 Labor 9 61566 Jo Tubing 12 16 2880 Display Optimal solution Profit level curve Pump boundary line Labor boundary line Reset Tubing boundary line 125 100 80 75 0 25 50 75 100 125 150 175 200 225

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Rounded to the nearest integer, how many feet of tubing are being used in the optimal solution? If possible, should the company acquire more labor

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Rounded to the nearest integer, how many feet of tubing are being used in the optimal solution?
If possible, should the company acquire more labor hours (yeso)? If so, rounded to the nearest integer, how much labor should the company make available? (enter 1566 if your previous answer is 'no')
If the company could reduce the labor required to produce Aqua-Spas from 9 to 8 hours, the new Total Profit (rounded to the nearest integer) will be equal to?
If the company could reduce the amount of tubing required to produce Aqua-Spas from 12 to 9 feet, the new Total Profit (rounded to the nearest integer) will be equal to?
The unit profit on Aqua-Spas can vary between ____ and ____ without changing the optimal solution?

250 225 200 175 150 Aqua Spas Hydro (X1) Luxes (X2) Optimal Qty 122.00 78.00 Unit Profits $350 : $300 ; Total Profit $66,100 | Constraints #Required # Available For Pumps [1 1 200 Labor 9 61566 Jo Tubing 12 16 2880 Display Optimal solution Profit level curve Pump boundary line Labor boundary line Reset Tubing boundary line 125 100 80 75 0 25 50 75 100 125 150 175 200 225 250 225 200 175 150 Aqua Spas Hydro (X1) Luxes (X2) Optimal Qty 122.00 78.00 Unit Profits $350 : $300 ; Total Profit $66,100 | Constraints #Required # Available For Pumps [1 1 200 Labor 9 61566 Jo Tubing 12 16 2880 Display Optimal solution Profit level curve Pump boundary line Labor boundary line Reset Tubing boundary line 125 100 80 75 0 25 50 75 100 125 150 175 200 225