please answer the questions provided refering to LP solve output

Here is the bost shop LP solve oulput PS: the optimal tableau is at the bottom in its own format, in particular, slack and excess variables are enumerated starting with =5 - 1.e. 51 is variable -5 the mincis is for "slack') because there are 4 initial variables. Rowo is at the bettem but with negatives because a Max is solved as (-1)la Mir) lexcept aptimal vahu, and the BV's are listed on left side, and columns are labelied by NEV's set XL: Successfully loaded Xdi_MathFrogedr Model name: examF22LP Value of objective function: 105964,91228070 Refer to the Boat Shop question and the LPsolve output Which of the constraints (poly, wood, labor, marketing) is non-binding Question 2 2 pts Refer to the Boat Shop question and the LPsolve output Based on the information given in the output, enter these values rounded UP to the nearest integer what is the reduced cost for x4 what is the value of c^w1 Question 3 2 pts Refer to the Boat Shop question and the LPsolve output If the profit for Type 4 boats were changed to $135 then choose the best answer for what changes: the reduced cost for Type 4 boats goes down by $15 the current set of basic variables would no longer be optimal fewer Type 2 bosts would be produced the only change is the optimal profit is reduced by 515 . Refer to the Boat Shop question and the LPsolve output If the profit for Type 1 boats were changed to $60 then: the total profit would be unchanged the production of Type 1 boats would increase the total profit would increase the marketing costs would decrease Question 5 Refer to the Boat Shop question and the LPsolve output The allowable increase for the number of labor hours is less than 5000 between 5000 and 50000 between 50000 and 70000 more than 70000 Refer to the Boat Shop question and the LPsolve output If the marketing budget is increased by 100 then the optimal profit will increase the profit by about $650 involve a changed set of basic variables increase the profit by about $6000 increase the profit by about $11288 no change to the solution Question 7 2pts Refer to the Boat Shop question and the LPsolve output If the company is proposing to change the labor coefficient of Type 4 boats from the current 80 , what would a new value a34 have to be to warrant a change to the current optimal production schedule (Hint: use the appropriate test inequality and solve for it) in the interval [25,65] in the interval [85,150] in the interval [65,84] no value will result in a change being warranted Here is the bost shop LP solve oulput PS: the optimal tableau is at the bottom in its own format, in particular, slack and excess variables are enumerated starting with =5 - 1.e. 51 is variable -5 the mincis is for "slack') because there are 4 initial variables. Rowo is at the bettem but with negatives because a Max is solved as (-1)la Mir) lexcept aptimal vahu, and the BV's are listed on left side, and columns are labelied by NEV's set XL: Successfully loaded Xdi_MathFrogedr Model name: examF22LP Value of objective function: 105964,91228070 Refer to the Boat Shop question and the LPsolve output Which of the constraints (poly, wood, labor, marketing) is non-binding Question 2 2 pts Refer to the Boat Shop question and the LPsolve output Based on the information given in the output, enter these values rounded UP to the nearest integer what is the reduced cost for x4 what is the value of c^w1 Question 3 2 pts Refer to the Boat Shop question and the LPsolve output If the profit for Type 4 boats were changed to $135 then choose the best answer for what changes: the reduced cost for Type 4 boats goes down by $15 the current set of basic variables would no longer be optimal fewer Type 2 bosts would be produced the only change is the optimal profit is reduced by 515 . Refer to the Boat Shop question and the LPsolve output If the profit for Type 1 boats were changed to $60 then: the total profit would be unchanged the production of Type 1 boats would increase the total profit would increase the marketing costs would decrease Question 5 Refer to the Boat Shop question and the LPsolve output The allowable increase for the number of labor hours is less than 5000 between 5000 and 50000 between 50000 and 70000 more than 70000 Refer to the Boat Shop question and the LPsolve output If the marketing budget is increased by 100 then the optimal profit will increase the profit by about $650 involve a changed set of basic variables increase the profit by about $6000 increase the profit by about $11288 no change to the solution Question 7 2pts Refer to the Boat Shop question and the LPsolve output If the company is proposing to change the labor coefficient of Type 4 boats from the current 80 , what would a new value a34 have to be to warrant a change to the current optimal production schedule (Hint: use the appropriate test inequality and solve for it) in the interval [25,65] in the interval [85,150] in the interval [65,84] no value will result in a change being warranted