Find TC, MC, AFC, AVC, and ATC from the following table. Instructions: Enter your responses rounded to two decimal places. Units (Q) FC($) VC($) TC($) MC($) AFC($) AVC($) ATC($) 0 100 0 — — — — 1 100 40 2 100 60 3 100 70 4 100 85 5 100 130 (Note: Marginal costs should be interpreted as between levels of output.)
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Find TC, MC, AFC,
Instructions: Enter your responses rounded to two decimal places.
Units (Q) | FC($) | VC($) | TC($) | MC($) | AFC($) | AVC($) | ATC($) |
0 | 100 | 0 | — | — | — | — | |
1 | 100 | 40 | |||||
2 | 100 | 60 | |||||
3 | 100 | 70 | |||||
4 | 100 | 85 | |||||
5 | 100 | 130 |
(Note: Marginal costs should be interpreted as between levels of output.)
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- C(x) = 0.01x-0.3x + 10x gives the cost, in thousands of dollars, to produce x thousand items. (a) Find a formula for the marginal cost. (b) Find C'(0). Give units. (c) Graph the marginal cost function. Use your graph to find the minimum marginal cost, the production level for which the marginal cost is the smallest. (d) For what value of x does the marginal cost return to C'(0)? (a) Find a formula for the marginal cost. c'(x) =D (b) Find C'(0). Give units. c'(0) = (c) Use the derivative of the marginal cost function to find the minimum marginal cost, the production level for which the marginal cost is the smallest. The minimum marginal cost of additional dollars per item produced occurs when thousand items are produced. d) Recall your answer to part b. For what value of x does the marginal cost return to C'(0)? Marginal cost returns to this value of C (x) when x = items are produced.PRINT YOUR NAME (LAST) (FIRST) Aggregate Cost Data Unit Cost Data Average Average Average I Fixed Variable Total Cost TC Marginal Quantity Fixed Variable Total Change in I Cost of Output (FC) (VC) Cost ATC Cost Cost Total Cost (TC) (ATC) Plot MC at Output Cost Cost IFC VC $600 $ 0 $ 600 I XX XX XX XX $3.00 $300 50 100 600 300 900 I $6.00 $3.00 $9.00 100 1.00 150 200 600 400 | 3.00 2.00 5.00 50 .50 - 250 300 1050 I 2.00 1.50 1.00 350 400 1150 I 1.50 1.38 2.88 200 2.00 - 450 500 600 750 1350 I 1.20 1.50 550 600 600 1200 1800 3.00 10.00 - 650 700 2200 2800 I.85 3.15 PLOT THE APPROPRIATE DATA FROM THE PRECEDING TABLE ON THE GRAPHS ON P. 134 AND 135 BEFORE ANSWERING THE EIGHT QUESTIONS BELOW. QUESTIONS 5-8 ARE ON PAGE 136. 1. How is marginal cost (ATC/AQ) represented in your graph on page 134? 2. On your graph on page 135 Variable Cost per unit (VC/Q or average variable cost) is at a minimum at an output level of, units. 3. On your graph on page 135 Total Cost per unit (TC/Q or average…Fig 2.1 illustrates the law of diminishing returns in seeking the optimum system (or component) performance and hence the need to balance the performance against the cost. Give examples of two pairs of characteristics other than performance versus cost where optimizing one frequently competes with the other, and briefly explain why they do.
- If average cost is incresing as output expands, a marginal cost equals average cost b marginal cost exceeds average cost c marginal cost is less than average cost d not enough informationQ9 ABC is a small business producing instructional modules for disabled children in public schools. The modules produced by ABC are not differentiated and the market price is $1,300 per module. ABC operates in a small office that rents for $600 a month and leases computer equipment that costs $480 per month. The chart lists other cost of production. Output (Q) Fixed (Instructional Cost Modules Per month) 0 1 2 3 4 5 6 7 8 9 10 Variable Total Average Average Cost Cost Fixed Variable (TC) Cost (AFC) (FC) (VC) 1,080 400 1,350 1,900 2,500 4,100 5,400 7,300 1,480 2,430 4,280 10,880 216 135 Cost (AVC) 475 Average Total Cost (ATC) 965 Marginal Cost (MC) 400 450 700 1) Complete the chart and plot the following graphs: AFC, AVC, ATV, MC. Be sure to label axis and graphs. 2) How many instructional modules ABC will produce, assuming it is profit- maximizer? Explain your answer and show that on the graph. 3) Determine ABC's profit and shade the profit on the graph. 4) Given the level of ABC's…The table below shows the monthly cost of producing vintage model cars for collectors. Instructions: Enter your answers as a whole number. Fill in the missing values for total fixed cost, total variable cost, and total cost in the table below. Vintage Model Car Production Costs Output 0 100 200 300 400 Total Fixed Cost (dollars) $3,000 3000 3000 3000 3000 Total Variable Cost (dollars) 1,200 1,700 3,700 III Total Cost (dollars) $3,000 5,700
- Write down the problem the car manufacturer solves to find the levels of 'K' and 'L' that minimize cost. What two equations are used to solve it?F a) Draw the demand process cycle and label it fully. b) A door company has the following materials in inventory. Inspect the table below and answer the following questions Material Average (in Kilograms) Price Aluminum 3884 $3.0 Steel 5850 $1.4 Iron 200 $1 Work in Progress Average Price Fence 78 230 Final Products Average Price Door 300 300 Window 550 240 i. Calculate the number of turns. ii. Calculate the cost per day.Number of Consumers Who Try the Product Number of Repeat Customers 10 million 10 million Product Energy bar A Energy bar B In the table above, the profit from repeat customers will equal the cost of the advertisement if there are Profit per Repeat Customer 5 million 1 million $6 6 Profit from Repeat Customers $30 million 6 million Cost of Advertisement $10 million 10 million million repeat customers. (Enter your response rounded to two decimal places.)
- Complete the table below: Output TotalCost(RM) Totalvariablecost(RM) Totalfixedcost(RM)Averagefixedcost(RM)Averagetotalcost(RM)Marginalcost (RM) 0 505 16010 20020 25036 33058 40072 48088 580106 700130 820150 980I’m not understanding how to finish these graphsQuick Check Multiple Choice No (3) A firm is producing 1,000 units at a total cost of $5,000. If it were tom increase production to 1,001 units, its total cost would rise to $5,008. What does this information tell you about the firm? (a) Marginal cost is $5, and average variable cost is $8. (b) Marginal cost is $8, and average variable cost is $5. (c) Marginal cost is $5, and average total cost is $8. (d) Marginal cost is $8, and average total cost is $5.