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Answer:
Cash flow year 0 (110,000)
or in other way to express it: a cashoutflow for $110,000
Explanation:
Initial net cahs outflow
this will be the acquisition of the machine cost plus the increase in the working capital for the company
machine cost: all cost necessary for acquire the machien and get it operational
supplier list price 85,000
installation cost <u> 15,000</u>
total cost 100,000
Increase in Working Capital Cost 10,000
As these are cost they are negative so we have a cashouflow
Total cashflow (110,000)
For a 13-person team, The number of extra workers that should be hired to meet the labor hours needed without overtime is 7.
<h3>What is Labor hours?</h3>
This is a term that connote the total hours of workers that are said to be having or getting an hourly wage and they are the ones who are said to be directly employed on the site of a building, public works project, etc.
Note that "Labor hours" is one that entails hours of work that has been carried out by workers who have been employed by the general contractor or the subcontractors that are found to be working on the project.
Learn more about labor hours from
brainly.com/question/24868261
Answer:
Option B, IRR is 14.42%
Explanation:
The IRR is the rate of return that equates the cost of the project to the present value of cash flows receivable from the project in future.
Using an excel approach, the formula formula IRR is given as:
=irr(values)
The values in this case are
-$1300 in year 0
$450 in year 1
$450 in year two
$450 in year 3
$450 in year 4
The irr gives 14.42% as shown in the spreadsheet attached
The cost of the investment of the investment project of $1300 equals the present values of its cash flows at 14.42% rate of return
Answer:
$143.30
Explanation:
In order to determine the principal reduction payment, the monthly interest will need to be calculated. The interest will then be deducted from the total monthly payment to compute the principal reduction payment:
Annual Interest = $118,000 X 7/100
= $8,260
Monthly interest = $8,260/12
= $688.33
Principal reduction = $831.63 - $688.33
= $143.30
