Answer:
Option A The impact of a change in the local currency on inflow and outflow variables can sometimes be indirect and therefore different from what is expected.
Explanation:
The reason is that the changes in the currency exchange rate in which the company receives the payment and is also not a home currency, such risk exposure is known as economic exposure. So the only option that correct here is option A.
Option B is incorrect because depreciation is non cash item and it is not exposed to currency fluctuations.
Option C and D are also incorrect because domestic firms don't face any economic exposure.
Answer:
At year-end, factory overhead is $21,000
Explanation:
Predetermined overhead rate = (Estimated overhead costs/Estimated direct labor costs)
Predetermined overhead rate = ($404000 / $2020000) = 20%*Direct labor costs
Hence, Applied overhead costs= (20% * $1,810,000)
Applied overhead costs=$362000.
Hence balance in factory overhead account at year end = $383,000 - $362,000
=$21,000.
Answer: After 50 minutes the bell is at a depth of 2000 ft so we can find the average rate by
2000/50 =40 ft per minute.
We ignore the 400 ft in 12 minutes because that is included when we take out the average at 50 minutes and adding it in would be an error of doubly entry.
Explanation:
Answer: 45 months
Explanation:
Credit owed $7200
Monthly payment $225
APR annaully 18.4%
Monthly APR = 18.4/12 = 1.533%
SOLUTION
1st Month interest payment
1.533% x $7200 / 100 = $110.40
Principal paid (monthly payment - interest paid) = $225 - $110.40 = $114.60
Balance ( principal - principal paid) = 7200 - 114.60 = $7085.40
2nd Month interest payment
1.533% x $7085.40 / 100 = $108.64
Principal paid (monthly payment - interest paid) = $225 - $108.64 = $116.36
Balance ( principal - principal paid) = $7085.40 - $116.36 = $6969.04
By following this step up to the 45th month you get $74.74 as the monthly payment this sums up to.
Month interest payment
1.533% x $74.74 / 100 = $1.15
Principal paid (monthly payment - interest paid) = $75.88 - $1.15 = $74.74
Balance ( principal - principal paid) = $74.74 - $74.74 = $0
The payment would be completed at exactly 45months
