Answer:
Present value of Liability is $59,989
Explanation:
Money does not have the same value in future as it has today. The present value calculates the today's value of any that cash flow will be made in future.
Liability = FV = $398,930
Number of years = n = 28 years
Discount rate = r = 7%
Present value = FV / ( 1 + r )^n
Present value = $398,930 / ( 1 + 0.07 )^28
Present value = $398,930 / 6.65
Present value = $59,989.47
A system demo should occur After every iteration .
<h3>When should a system demo occur?</h3>
A system demo shows the new features that the system has, as a result of the iteration that it was just put through. This is very helpful in knowing the features that you can use to make the system perform in such a way that your work will be done well.
It is therefore best that a system demo is done after every iteration has been done. This ensures that the system's features will be seen and used effectively.
Find out more on system demo at brainly.com/question/14264947
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Answer: $178,000
Explanation:
The following information can be derived from the question:
We have to first calculate the total manufacturing cost. This will be:
Direct material 29000
Add: Direct labor 58000
Add: manufacturing overhead 82000
Then the manufacturing cost will be:
= 29000 + 58000 + 82000
= 169000
We then add the beginning work in progress and then subtract the ending work in progress. This will be:
Manufacturing cost = 169000
Add: Beginning WIP = 66000
Less: Ending WIP = 57000
= 169000 + 66000 - 57000
= $178,000
Answer:
we recommnend to buy this bracket
Explanation:
The computation is shown below:
Given tyhat
Buying cost of the machine = $33,000 = x
x_1 = $0.67
And, x_2 = $0.41
Now the break even point is
X = x ÷ (x_1 - x_2)
= $33,000 ÷ ($0.67 - $0.41)
= 126,923 units
Therefore
Probability (Demand > Break even point)
= 1 -
($126,923 - 100,000) ÷ 10,000
= 1 -
(2.69)
= 0.36%
where
= function of cumulative distribution of N (0,1)
Therefore the probability is that it makes economically the items would be lesser
Thus, we recommnend to buy this bracket