For the sensitivity analysis output below (linear programming problem) please answer below 

 

 

j. If the coefficients of activity 1 and activity 2 in the onjective function are both increased by $10 then what can you say about the problem?

 

 

 

k. If the right hand side of resource B is increased by 30$ and the right hand side of reaource C os decreased by 10$ then what can you say about the problem?

 

 

 

l. Which parameter is most sensitive to an increase in its value?

 

 

 

 

 

  

estion Completion problem Adustable Cells Final Reduced Cell Name Value Cost $856 Solution Activity 1 3 $C$6 Solution Activity 2 6 $D$6 Solution Activity 3 Objective Coefficient Allowable Allowable Increase Decrease 30 23 17 0 40 50 10 -7 20 7 1E+30 Constraints Final Cell Name Value Shadow Price Constraint Allowable Allowable R.H. Side Increase Decrease SE$2 A Totals 20 7.78 20 10 12.5 SE$3 B Totals 30 6 30 50 10 SE$4 C Totals 10 40 1E+30 22 a. What is the optimal objective function value for this problem? b. What is the allowable range for changes in the objective coefficient for Activity 2? c. What is the allowable range for changes in the right-hand-side for Resource C the hinte function changes to $40, then what will happen to the obj