Marginal Cost of Producing the Tenth Unit?

Related BrainMass Solutions

• Production Costs

  C) The marginal cost of the tenth unit is more than $21. D) The average total cost of 11 units is $11. E) The average total cost of 12 units is $12 (D)is correct. Because the total cost of producing 10 units is $100.

• marginal cost

  232247 Marginal cost In the short run a firms total cost of producing the hundredth unit of output equal $10,000. If it produces one more unit its total costs will increase to $10,150. a. What is the marginal cost of the 101st unit of output?

• Cost-Benefit Analysis - Perfect competition

  What is average total cost of producing 3 units? c. What is average fixed cost of producing 4 units? d. What is the marginal cost of producing the 2nd unit? e. What are fixed costs? f. What is average variable cost of producing 1 unit?

• Marginal Cost and Cost of a Unit

  $5.21 The margin cost is So the margin cost of producing the 10th unit is Marginal cost and cost of a unit are investigated. The solution is detailed and well presented.

• Finding the Marginal Cost

  333815 Finding Marginal Cost: Example Question If the cost function for a commodity is: C(x) = (1/90)x^3 + 4x^2 + 4x + 10 dollars Find the marginal cost at x= 3 units and tell what this predicts about the cost of producing 1 additional unit and

• variable costs and fixed costs

  So, the marginal cost of the 10th stereo is the cost of producing that 10th stereo, or the total cost of producing all 10 stereos, minus the cost of producing 9 stereos.

• Marginal Cost and an Average Cost Schedule

  For example, producing 25 units costs $45 more ($225 instead of $180) than producing 20 units. Therefore, marginal cost is $45/5 = $9. Average cost is simply Total Cost divided by the number of units.

• Calculating marginal cost of production

  Case 2: If the market price is $7000 per thousand i..e $0.70per copy We find that marginal cost of producing 50000th unit is $0.70. In this case marginal revenue i.e. price is equal to marginal cost.

• Production Costs, Variable and Fixed

  Therefore, ATC is 210/4 = $52.50 MC (Marginal Cost) = This is the cost of adding one extra unit to the previous level of production. The marginal cost of unit 'N' is: (Total Cost of unit 'N') - (Total Cost of unit 'N-1'). Let' see an example.