Answer:
3N + 25M + P ≤ 45
Explanation:
Let the number of Newspaper Stories taken=N
Newspaper stories take 3 hours to write.
Total Hour spent on Newspaper Stories=3N
Let the number of Magazine Articles taken =M
Magazine articles take much longer to write 25 hours per article.
Total Hour spent in Magazine Articles=25M
Let the number of Proofreading jobs taken =P
Proofreading pays for every 1 hour
Total Hour spent in Proofreading jobs=P
Since both newspaper stories and magazine articles must be completed in the week they are started.
The writer doesn't want to work more than 45 hours per week. So his total hour in a week is less than or equal to 45.
The Constraint that limits the amount of time the writer will work in a week is given as:
3N + 25M + P ≤ 45
Answer:
Part A:
Workers Needed=20.833≅21
Part B:
Productivity of individual worker=2.0833 parts/hour
Part C:
Multifactor productivity=0.0832 Parts/$
Explanation:
Part A:
Total parts =100,000
Workers needed= Total parts/(Parts per hour* hours per shift*Total Shifts)

Workers needed=20.833≅21
Part B:
Productivity of individual worker:

Part C:
Total cost of material= $10*100,000=$1,000,000
Capital Costl= $100,000
Total labor Cost=
Total labor Cost=$100,800
Multifactor productivity=Total Parts/(Total cost of material+capital cost+Total labor Cost)

Answer:
Choose Project A whose payback is 2.492 years and therefore falls within the 2.5 year required payback period.
Explanation:
Project A
Year Cash-flow Balance
0 (72,000) (72,000)
1 21,400 (50,600)
2 22,900 (27,700)
3 56,300 28,600


Project B
Year Cash-flow Balance
0 (81,000) (81,000)
1 20,100 (60,900)
2 22,200 (38,700)
3 74,800 36,100


Answer:
Wayman Corporation
Income Statement for the year ended December 31, 2021
Sales Revenue $460,000
Cost of Goods Sold ($140,000)
Gross Profit $320,000
Operating Expenses
Advertising Expense $40,000
Salaries Expense $50,000
Utilities Expense $60,000
Total operating expense ($150,000)
Operating Income $170,000
Interest Expense ($30,000)
EBT $140,000
Income tax expense ($60,000)
Net Income $80,000