Answer:
The correct answer is $83230
Explanation:
Solution
Given that:
The Present worth of geometric series is shown below
= A *[1 - (1+g)^n /(1+i)^n] / (i-g)
Now,
The present cost of worth from EOY 5 to EOY 13 at EOY 4 = 7000 *[1 - (1+0.12)^9 /(1+0.15)^9] / (0.15-0.12)
Thus,
= 7000 *[1 - (1.12)^9 /(1.15)^9] / (0.03)
Which is,
= 7000 * 7.0572647
= 49400.85
Now, The NPW of all costs = 35000 + 7000*(P/A,15%,4) + 49400.85*(P/F,15%,4)
= 35000 + 7000*2.854978 + 49400.85*0.571753
= 83229.93
Therefore the sound improvement better result in a net present worth profit of how much to negate the costs is $83229.93 or 83230
Note: EOY = End of year.
I believe it’s true and false cuz most of the time u Can’t get into the job that u wanted all the time but you can hope but I mean a job is a job
D. foreign real national income falls and wages rates rise.
Answer:
All of the above would use process costing.
Explanation:
Process costing can be defined as a method of assigning manufacturing costs whereby the cost of each unit produced is assumed to be the same cost for every unit.
Process costing is most commonly applied when goods are produced in large numbers and when the costs linked to individual units cannot be easily differentiated from each other.
Under process costing, costs rise over a fixed period of time, and are then assigned to all the units produced throughout that period.
