Find (i) the marginal and (2) the average cost functions for the following total cost function. Calculate them at Q = 4 and Q = 6.
find (i) the marginal and (2) the average cost functions for the following total cost function. Calculate them at Q=4 and Q=6, TC=3Qsquare + 7Q + 12 Avg=25 Marginal cost=24 Total cost = if Q=4 = 88 & if Q = 6 * 162
Find the integral of the marginal cost.
When average total cost curve is falling it is necessarily above the marginal cost curve. If the average total cost curve is rising, it is necessarily below the marginal cost curve.
When marginal cost is below average total cost, average total cost tends to fall, as each additional unit produced is less expensive than the average of previous units. Conversely, when marginal cost is above average total cost, average total cost rises, since producing additional units adds more cost than the average. Thus, if marginal cost is falling while it is below average total cost, it could lead to a further decrease in average total cost, while rising marginal cost above average total cost would increase it.
as a marginal cost is the cost of the next product produced, if this is less than average cost, when you continue to produce more products the lower marginal cost will have an affect on the average and cause it to fall.
find (i) the marginal and (2) the average cost functions for the following total cost function. Calculate them at Q=4 and Q=6, TC=3Qsquare + 7Q + 12 Avg=25 Marginal cost=24 Total cost = if Q=4 = 88 & if Q = 6 * 162
Find the integral of the marginal cost.
Average Product = (Total Product) / (Labor) Marginal Product(2) = (Total Product)(2) - (Total Product)(1)
When average total cost curve is falling it is necessarily above the marginal cost curve. If the average total cost curve is rising, it is necessarily below the marginal cost curve.
When marginal cost is below average total cost, average total cost tends to fall, as each additional unit produced is less expensive than the average of previous units. Conversely, when marginal cost is above average total cost, average total cost rises, since producing additional units adds more cost than the average. Thus, if marginal cost is falling while it is below average total cost, it could lead to a further decrease in average total cost, while rising marginal cost above average total cost would increase it.
as a marginal cost is the cost of the next product produced, if this is less than average cost, when you continue to produce more products the lower marginal cost will have an affect on the average and cause it to fall.
Negative
price = marginal revenue. marginal revenue > average revenue. price > marginal cost. total revenue > marginal co
Marginal benefit 'occurs' for any benefit (price) function, since a marginal term is simply the first-order derivative of its parent function. Marginal benefit is strictly greater than zero only when a benefit function is always increasing in total benefit over its domain.
true
When the marginal cost is below the average total costs or the average variable costs,then the AC would be declining.When marginal cost is above the average cost then the average cost would be increasing.Therefore the marginal cost should intersect with the average cost at the lowest point in order to pull the average cost upwards.
Marginal cost is total cost/quantity Marginal benefit is total benefit/quantity