Dual Price is the same as Shadow Price. Constraint Current Value is the same as Constraint R.H.Side Variable (Opt.) Value is the same as Variable Final Value Objective Coefficient Current Value is the same as Variable Objective Coefficient Upper Limit and Lower Limit is almost the same as Allowable Increase and Allowable Decrease Changing Cells Cell $B$12 $C$12 Final Reduced Value Cost 8.461538462 0 4.615384615 0 Name Variable 1 Variable 2 5 Objective Allowable Allowable Coefficient Increase Decrease 7 3.4 4 8.5 2.333333333 Constraints Final Value Shadow Price Constraint Allowable R.H. Side Increase Allowable Decrease Cell 110 7 $B$15 40 0.538461538 40 Name constraint1 Used constraint 2 Used constraint 3 Used 30 1.307692308 30 4.666666667 SB$16 30 12 13.07692308 0 1.076923077 1E+30 $B$17 Using the linear programming output above... If constraint 1's current right hand side were to decrease by 5 units to go from 40 to 35 and constraint 2's current right hand side were to increase 8 units to go from 30 to 38, would both of their shadow prices still be valid, yes or no? Show detail calculations as part of your explanation for your answer Also review calculating the new objective function value from changes and sunk cost vs relevant cost