Answer:
1. $3,380
2. $2,175
Explanation:
Part 1
Predetermined overhead rate = Total Overheads for the Company ÷ Total Direct labor-hours for the Company
= $ 15,080,000 ÷ 232,000
= $65
Overheads applied to Job Bravo = ( 30 x $65) + (22 x $65) = $3,380
Part 2
<em>Assembly department</em>
Predetermined overhead rate = $ 7,250,000 ÷ 145,000
= $50
<em>Assembly department</em>
Predetermined overhead rate = $ 7,830,000 ÷ 290,000
= $27
Overheads applied to Job Bravo = (30 x $50) + (25 x $27) = $2,175
Answer:
-$5,873
Explanation:
For computation of maximum one month loss in dollars first we need to find out the net exposure and maximum one month loss in percentage which is shown below:-
Net exposure = Received amount - Paid amount
= €200,000 - €50,000
= €150,000
Maximum one - month loss in Percentage = Next month percentage - (Alpha × Euro percentage)
= 2% - (1.96 × 2.5%)
= -2.9%
Maximum one - month loss in Dollars = Net exposure × Current spot rate of the euro × Maximum one - month loss in Percentage
= €150,000 × $1.35 × (-0.029)
= -$5,873
When total utility starts to decrease, each additional song hurts MORE than the previous song.
The relationship between the straight-line and double-declining-balance method is that they D. Produce the same total depreciation over an asset's useful life.
<h3>How are the straight-line and double-declining-balance methods related?</h3>
While they do not produce the same depreciation every year, they will eventually depreciate an asset in the same way overtime.
What this means is that both methods will depreciate an asset by the same amount at the end of the asset's life. However, the depreciation amounts will vary by method on an annual basis.
In conclusion, option D is correct.
Find out more on depreciation methods at brainly.com/question/26948130.
