Problem 7.2: Don's mobile snack shack opetates on college campuses nelling snacks. He currently has fixed costs of 5450 per day, and he operates 5 days a week. Utilizing this information and table 7.2 below, answer the following 7) Compute multifactor productivity breakeven for the operation for 5 days: determine if the operation is breaking even. Interpret the computations such that you are able to identify a) Items that are most and least profitable per dollar of sales: b) Interpret the weighted contribution for the products and overall model: c) Determine the breakeven for this process: d) Determine if a profit of $500 per week is possible: Prom 12 Maart Brual Eve Round 13 R 10 2 New to al Round 03 2 New to wiele Pred VL) (-) ) A vs $ CANVL) - RIVS - VE (-). G) 37 W - MI Cunes REVTS, Rodos 5.00 1:20 100 5500 Son Dak 2.50 1.25 200 $500 Para Slice 450 0.95 300 $1,350 Taco 4.00 1.50 500 $2.000 Coffee 2.50 0.40 300 $750 Total Anal Sales 1400 $5,100 Problem 7.2: Don's mobile snack shack opetates on college campuses nelling snacks. He currently has fixed costs of 5450 per day, and he operates 5 days a week. Utilizing this information and table 7.2 below, answer the following 7) Compute multifactor productivity breakeven for the operation for 5 days: determine if the operation is breaking even. Interpret the computations such that you are able to identify a) Items that are most and least profitable per dollar of sales: b) Interpret the weighted contribution for the products and overall model: c) Determine the breakeven for this process: d) Determine if a profit of $500 per week is possible: Prom 12 Maart Brual Eve Round 13 R 10 2 New to al Round 03 2 New to wiele Pred VL) (-) ) A vs $ CANVL) - RIVS - VE (-). G) 37 W - MI Cunes REVTS, Rodos 5.00 1:20 100 5500 Son Dak 2.50 1.25 200 $500 Para Slice 450 0.95 300 $1,350 Taco 4.00 1.50 500 $2.000 Coffee 2.50 0.40 300 $750 Total Anal Sales 1400 $5,100