Answer:
a. $26,720
Explanation:
Before computing the accumulated depreciation, first we have to compute the original cost of the equipment, after that the depreciation expense. The calculation is shown below:
Original cos t = Equipment purchase cost + freight charges + installment charges
= $68,000 + $2,800 + $8,000
= $78,800
Now the depreciation expense under the straight-line method is shown below:
= (Original cost - residual value) ÷ estimated life in years
= ($78,800 - $12,000) ÷ 5 years
= $13,360
Now the accumulated depreciation is
= Depreciation expense × number of years
= $13,360 × 2 years
= $26,720
Based on the information given the predetermined overhead rate is 31.89 per direct labor hour.
<h3>Predetermined overhead rate</h3>
Using this formula
Predetermined Overhead rate = Estimated manufacturing overhead / Estimated total labor hours
Let plug in the formula
Predetermined Overhead rate = [$1,026,260 + (46,000×6.25)] / 41,200
Predetermined Overhead rate =1,313,760/ 41,200
Predetermined Overhead rate = 31.89 per direct labor hour
Inconclusion the predetermined overhead rate is 31.89 per direct labor hour.
Learn more about predetermined overhead rate here:brainly.com/question/26372929
Answer:
200% of direct labor cost
Explanation:
The computation of the company overhead application rate is shown below;
But before that overhead cost would be determined
GIP = Direct material + Direct labor + Overhead
$4,400 = $2,000 + $800 + Overhead
So,
Overhead = $4,400 - $2,000 - $800
= $1,600
Now the overhead application rate is
= overhead ÷ direct labor cost
= $1,600 ÷ $800 × 100
= 200%
I would say B. Quick cash loans. Interest rates are very high & not a good idea in borrowing money. They are designed for people who have poor credit ratings & have no other means to borrow money.
Answer:
a. $187.20.
b. $202.48.
c. $217.43.
Explanation:
Please find the below for detailed explanations and calculations:
We have the formula for determining the future price of the non-dividend-paying stock as below:
Future price = Spot price x (1+ annual risk free rate )n; which n = number of year(s) to maturity.
Thus, apply the general formula above, we have the below calculations:
a. Future price = 180 x (1+4%)^1 = $187.20;
b. Future price = 180 x ( 1+4%)^3 = $202.48;
c. Future price = 180 x (1+6.5%)^3 = $217.43.