ST You are given the following problem Max Z=80 Xt+50 X2+75*3; 3 X1+3 X2+7X3<=150C; 2*1+X2+2*3<=1000; 5 X1+3 X2+4 X3<=1000; 0.5*1-0.5 X2+0.25 X3=50 Maximize profit Resource 1 Resource 2 Resource 3 Product mix The base prices for Resource t - 3 are $30, \$40. and 580 respectively Adjustable Cells Final Value Cell SCS13 13 SES13 Name X2 X3 37.704918 14,754098 191.80328 Reduced Objective Allowable Allowable Cost Coefficient Decrease 80 13,181818 52.0588235 50 30145 75 98.333333 11.1538462 Constraints Cell SFS18 19 SFS20 Final Shadow Constraint Allowable Allowable Name Value Price Side Increase Decrease Resource 1500 2.3770492 1500 209.09091900 Resource 2 473.77049 0 1000 30 526.229508 Resource 3 1000 14.508197 1000 1300 135.294118 Product mix50 1,3114754 50 9.7826087 63.8888889 Question 1 What are we using completely? Answer: 2 Assuming that both of the other profits remain unchanged, how much can the profit for Answer 3How much would we be willing to pay for an additional unit of Resource 1? Show work