Answer: $92,880
Explanation:
The Gross Profit can be calculated by simply removing the cost from the sales amount.
It is stated that the additional processing will yield 10,000 bags of Premium Green and 3,600 bags of Green Deluxe, which can be sold for $7.55 and $5.55 per bag.
Sales figure is therefore,
= (10,000 * 7.55) + (3,600 * 5.55)
= 75,500 + 19,980
= $95,480
Subtracting the cost to get,
= 95,480 - 2,600
= $92,880
The total gross profit would is $92,880.
Answer:
Option (D) is correct.
Explanation:
Given that,
Beginning work in process = $4,000
Ending work in process in finishing department = $6,000
Cost transferred = $47,000
Direct material = $15,000
Direct labor = $46,000
Overhead = $22,000
Cost incurred in finishing department:
= Beginning work in process + Cost transferred + Direct material + Direct labor + Overhead
= $4,000 + $47,000 + $15,000 + $46,000 + $22,000
= $134,000
Cost of goods transferred to the Finished Goods Inventory account:
= Cost incurred in finishing - Ending work in process
= $134,000 - $6,000
= $128,000
Answer:
A
Explanation:
Seasons cycle, and therefore the menu with it
Answer:A.They can harm consumers by fixing prices.
Answer:
Answer for the question:
There are ten polluting firms, Firm1,. . . ,Firm10. Each firm emits 100 pounds of pollution prior to any regulations (so there are currently 1,000 pounds being emitted). Each firm has constant marginal abatement costs, but the costs vary across firms. Conveniently, the firms’ names indicate their marginal abatement costs. Firm1’s marginal abatement costs are constant at $1 per pound, Firm2’s marginal abatement costs are constant at $2 per pound,. . . , and Firm10’s marginal abatement costs are $10 per pound.
a. Suppose the regulator wants to achieve a 25% reduction in pollution (250 pounds). What is the cost effective allocation of emis- sions across the ten firms?
b. What are the total abatement costs for society to achieve a 250 pound reduction in emissions?
c. The marginal damage of pollution in this city is given by MD= 4-1/250 X, where X is the total reduction in pollution. What is the optimal level of pollution?
is given in the attachment.
Explanation: