Total revenue minus the costs of production, which are the explicit and implicit together, is profit. The answer is profit.
Answer:
a. Give the Objective function.
Let c = #coats to be produced
Let s = #slacks to be produced
b. Give the constraints
3c+5s≤150
10c+4s≤200
d. Give the optimal Point
The profit function would be P(x,y)=50c+40s
Explanation:
Let c = #coats to be produced
Let s = #slacks to be produced
Our first constraint deals with square yards of wool. We cannot exceed 150 square yards. Using the fact that coats require 3 sq yds and slacks require 5 sq yds, we can identify this constraint.
3c+5s≤150
Our second constraint deals with the number of hours available being 200. Coats require 10 hrs and slacks require 4 hrs. Now we have our second constraint.
10c+4s≤200
We might also assume that some of each will be produced, so we can list the following as constraints as well.
c>0 and s>0
The profit function would be P(x,y)=50c+40s
Answer:
The answer is: Within 90 days; about 3 months.
Answer:
Debit finished goods inventory
Credit Work in Process Inventory
Explanation:
The journal entry that is required to transfer the completed products from the production stage to finished goods inventory which is the amount of goods in the inventory that have been produced and as well is available and ready for customer to buy will includes to Debit finished goods inventory and to Credit Work in Process. Inventory
Debit finished goods inventory
Credit Work in Process Inventory
(Being to record finished goods inventory)
Answer:
R is a better alternative because it has a higher NPV than Q.
Explanation:
Machines Q R
First costs $380,000 $395,000
Net annual revenue $150,000 in year 1, $152,500
increasing by $500
per year thereafter
Salvage value $4,000 0
Life, years 8 10
MACRS 7 year recovery:
year % Q R
1 14.29% 54,302 56,445.50
2 24.49% 93,062 96,735.50
3 17.49% 66,462 69,085.50
4 12.49% 47,462 49,335.50
5 8.93% 33,934 35,273.50
6 8.92% 33,896 35,234.00
7 8.93% 33,934 35,273.50
8 4.46% 16,948 17,617.00
net cash flow
year Q R
1 116,505.70 118,880.93
2 130,396.70 132,982.43
3 121,411.70 123,304.93
4 115,086.70 116,392.43
5 110,676.90 111,470.73
6 110,930.10 111,456.90
7 111,326.90 111,470.73
8 108,306.80 105,290.95
9 99,125
10 99,125
Using a financial calculator, I calculated the NPV using a 12% discount rate:
- Q's NPV = $200,636.15
- R's NPV = $259,221.01
