Answer:
OPTION D:)THAT THE PROJECT IS APPROVED..
AS APPROVED SUMMARY=APPROVED+SUMMARY.
For the year ended December 31, 2018, the warranty-related entry would include a debit to warranty expense of $80,000.
If it's miles impracticable to determine the cumulative impact of applying a trade-in accounting principle, then the new accounting principle should be applied prospectively as of the earliest date practicable. in this situation, the disclosures discussed in FSP 30.4.
Cumulative effect equals the difference between the actual retained profits suggested at the beginning of the yr using the antique approach and the retained income that would have been reported at the start of the year if the brand-new technique had been utilized in earlier years.
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Answer:
$24,220
Explanation:
After tax cashflow formula as follows;
AT cashflow = Income before taxes(1- tax) + annual depreciation amount
Depreciation amount is added back because even though it is an expense deducted to arrive at the income before tax, it is not an actual cash outflow.
Annual depreciation amount = $200,000/ 20 = $10,000
AT cashflow = 18,000*(1-0.21) + 10,000
= 14,220 + 10,000
= 24,220
Therefore, Mariposa’s expected cash flow after taxes per year is $24,220
Answer:
The annualized rate of return to the Swiss investor is -7.93%.
Explanation:
This is an instance of foreign currency bond.
Using the exchange rate of $1 = 1.420, purchase price of the bond is calculated as $9,708.74 x 1.420 = 13,786.4108 Swiss Francs
Using the exchange rate of $1 = 1.324, maturity value is $10,000 x 1.324 = 13,240 Swiss Francs
Holding period is 6 months.
So, annualized rate of return is: (Maturity amount - Purchase price)/Purchase price x 12 / No of months
Annualized rate of return is: (13,240 - 13,786.4108)/13,786.4108 x 12/6 = -0.079268028.
Annualized rate of return is -7.93% approximately.
Answer:
It will take 1 year and 307 days to cover the initial investment.
Explanation:
Giving the following information:
Initial investment= $6,900
Cash flows:
Cf1= $4,200
Cf2= $5,100
Cf3= $6,300
Cf4= $5,500
Discount rate= 15%
<u>The payback period is the time required to cover the initial investment. We need to discount each cash flow.</u>
<u></u>
Year 1= 4,200/1.15 - 6,900= -3,247.83
Year 2= 5,100/1.15^2 - 3,247.83= 608.50
<u>To be more accurate:</u>
(3,247.83 / 3,856.33)*365= 307 days
It will take 1 year and 307 days to cover the initial investment.