Solution:
Given ,
1 Year interest rates in Europe = 4 %
1 Year interest rates in the U.S. = 2 %
You are translating $200,000 and spending $200,000 in French
Current spot rate of the euro = $1.20
a. (2%-4%)/(1+4%)=(S - 1.20) / 1.20
S= $1.1769 one year Euro rate
b. ( $1 / 1.20 )( 1 + 4% )* 1.12 = $.9707 return of -2.93% (loss)
c. ( $1 / 1.20) ( 1 + 4%)* 1.31 = $1.1353 return of 13.53% (gain)
d . ($1 / 1.20) ( 1 + 4%) *S = $1 (1+2%) ;
S=$1.1769
A spot rate of over $1.17697 (this is the same in part A) would be effective.
Answer:
Option D Allowance for noncollectable Accounts.
Explanation:
The bad debt recovery recording is a two step process.
Step 1 Reverse the entry of bad debt with the amount received
Dr Trade Receivable $40,000
Cr Bad debts $40,000
Step 2 Now record the receipt of amount as a reduction in trade receivable and increase in cash asset.
Dr Cash $40,000
Cr Trade Receivables $40,000
The only account unconsidered here was Allowance for the noncollectable account.
Answer:
Your answer is that she needs to earn $148 on Friday
Explanation:
Calculate Average:
(67 + 82 + 78) / 4 = 56.75 (Remember 67 is worth Monday and Tuesday)
We know that the number that the 4 numbers add up to has to be divisible by 5 because our we need to average 75 and we have 5 days to average on.
5 x 75 = 375
67 + 82 + 78 = 227
375 - 227 = 148
(67+82+78+148) / 5 = 75
Your answer is that she needs to earn $148 on Friday
Answer: $525,400
Explanation:
From the question, we are informed that Nash's Trading Post, LLC had an increase in inventory of $88800, the cost of goods sold was $414400 and that there was a $22200 decrease in accounts payable from the prior period.
Using the direct method of reporting cash flows from operating activities, Nash's's cash payments to the suppliers will be:
= $88,800 + $414400 + $22200
= $525,400
Answer:
The after-tax cash flow (after-tax salvage value) from the sale is $18,941.20
Explanation:
The computation of the after-tax cash flow is shown below:
= Purchase of fixed asset - depreciation charged - sale value of machine + profit on sale - tax rate
= $39,000 - ($39,000 × 20% + 32%) - $19,000 + $280 - 21%
= $39,000 - $20,280 - $19,000 + 280 - $58.80
= $18,720 + $280 - $58.80
= $18,941.20
The $18,720 reflect the Written down value of the fixed asset which come from
= $39,000 - $20,280
