Quantity of Variable Input Marginal Product of Variable Input Average Product of Variable Input Total Output 1 225 2 300 3 300

Average Fixed Average Average Total Total Product Cost Variable Cost Cost Marginal Cost $ 25.00 1 $ 150.00 $ 25.00 $ 175.00 75.00 23.00 98.00 21.00 3. 50.00 20.00 70.00 14.00 4 37.50 21.00 58.50 24.00 5 30.00 23.00 53.00 31.00 25.00 25.00 50.00 35.00 7 21.43 28.00 49.43 46.01 8 18.75 33.00 51.76 68.07 9. 16.67 39.00 55.67 86.95 10 15.00 48.00 63.00 128.97

Production Function (CH7) Name: The production function shows the relationship (a mathematical equation) between the amount of inputs and the amount of output produced. Given the following table (for one month of production), calculate and fill all the missing values based on the information below. Average Marginal Total Total Marginal Product Units of Fixed Variable Total Average Fixed Average Variable the Product Costs Costs Costs Costs Variable (Y) of Labor (FC) (VC) (ТC) Costs Costs Costs (МC) Factor (MPL) (AFC) (AVC) (ATC) (L) 200 1 20 250 2 70 50/50= 3 150 350 4 250 250 400 6. 500 800 200/100= 7 580 900 8. 630 500/50= 9 650 2000 600/20= 10 660

Output 0 Costs 0 Figure A (2) Input (3) Figure B (1) (4) Output Refer to the short-run production and cost data. In Figure A curve (1) is: total product and curve (2) is average product. total product and curve (2) is marginal product. average product and curve (2) is marginal product. Omarginal product and curve (2) is average product.

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Solve it correctly please.

ips Under decreasing returns to scale, average cost cost curve. as the quantity produced increases. Over this range of output, the marginal cost curve is Grade It Now the average Save & Continue

workers ouput marginal product  total cost average total cost marginal cost 0 0 0 200 0 $0 1 20 20 300 $15 $5 2 50 30 400 $8 $3.33 3 90 40 500 $5.56 $2.50 4 120 30 600 $5 $3.33 5 140 20 700 $5 $5 6 150 10 800 $5.33 $10 7 155 5 900 $5.8 $20 can you explain diminishing marginal product based on these numbers?