Describe your calculations in the table. Indicate the number of workers used per day where the law of diminishing marginal returns begins for producing buckets of popcorn. Indicate the number of workers used per day where the law of diminishing marginal returns begins for movie ticket sales production. Describe the shapes of both the average product and marginal product curves, and include how they compare to the average value product and marginal value product curves for both buckets of popcorn and movie tickets. Indicate the optimal number of workers per day to use and the corresponding total number of buckets of popcorn to produce. Make sure you indicate how you found this optimal number of workers and total number of buckets of popcorn. Indicate the optimal number of workers per day to use and the corresponding total number of movie tickets to sell (produce). Make sure you indicate how you determined this optimal number of workers and total number of movie tickets.

TOT Items product | product | Price of Value Workers Value Produced Value Value Concession per Day Product |Product Product per Day Product Items O 0 $8 $120 2 100 50 50 $8 800 400 400 $120 4 400 100 150 $8 3200 800 1200 $120 6 750 125 175 $8 6000 1000 1400 $120 8 900 122.50 75 $8 7200 900 600 $120 10 1025 102.50 62.50 58 8200 820 500 $120 12 1125 93.75 50 $8 9000 1H 750 400 $120 14 1200 85.71 37.50 $8 9600 685.71 300 $120 16 1250 78.13 25 10000 625 200 $120 18 1280 71.11 15 10240 568.89 120 $120 20 1290 64.50 5 10320 516 40 $120 22 1290 58.64 O $8 10320 469.90 O $120 24 1280 53.33 -5 $8 10240 426.67 -40 $120