Answer:
$2,166.60
Explanation:
Divide the salary by 12 months that are in a year, then divide my 2 because bi-weekly is every 2 weeks.
Answer:
A. NPV for A= $61,658.06
NPV for B = $25,006.15
B. 1.36
1.17
Project A
Explanation:
Net present value is the present value of after tax cash flows from an investment less the amount invested.
NPV can be calcuated using a financial calculator
for project A :
Cash flow in
Year 0 = $(172,325)
Year 1 41,000
Year 2 47,000
Year 3 85,295
Year 4 86,400
Year 5 56,000
I = 10%
NPV = $61,658.06
for project B
year 0 = $ (145,960)
Cash flow in
Year 1 27,000
Year 2 52,000
Year 3 50,000
Year 4 71,000
Year 5 28,000
I = 10%
NPV = $25,006.15
profitability index = 1 + NPV / Initial investment
for project A, PI = $61,658.06 / 172,325 = 1.36
For project B, PI = $25,006.15 / 145,960 = 1.17
The project with the greater NPV and PI should be chosen. this is project A.
To find the NPV using a financial calculator:
1. Input the cash flow values by pressing the CF button. After inputting the value, press enter and the arrow facing a downward direction.
2. after inputting all the cash flows, press the NPV button, input the value for I, press enter and the arrow facing a downward direction.
3. Press compute
Answer & Explanation:
<u>a.- Revenues: </u>Increase for 3.2 millions
It will be recognize for the entire order, as it was deliveried entirely within the accounting period.
<u>b.- Earnings: </u> Increase for 1.5 millions
The earnings for the business will be the net between the revenues and expenses.
3.2 revenues - 1.7 expenses = 1.5 earnings
<u>c.- Receivables: </u> Increase for 1.8 millions
It will increase for the unpaid portion ofthe order.
<u>d.- Inventory</u> Decrease for 1.7 millions
It will decrease for the entire cost of the order, as it was within this accounting period both, revenues and the expense related to it, will be recognize.
<u>e.- Cash:</u> Increase for 1.4 millions
It will increase for the amount received from the customer. As it was no payment from the business in the transaction.
Answer:
57.5%
Explanation:
Data Provided:
Total Sales = $ 200,000
The net income = $ 100,000
Depreciation = $ 20,000
Interest = $ 10,000
Taxes = $ 5,000
Now,
the operating profit is the from the income before the taxes and interest. Thus,
the interest and taxes will be included in the net income for the operating profit
therefore,
The operating profit = income + Interest + Taxes
or
The operating profit = $ 100,000 + $ 10,000 + $ 5,000 = $ 115,000
Now,
the operating profit margin = ( Operating profit / Sales ) × 100
or
= ( $ 115,000 / $200,000 ) × 100 = 57.5%
Answer:
170 bags should be purchased to maximum expected profi!
