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loris [4]
3 years ago
10

The accountant at ABC Water Company has been asked to perform a vertical analysis of the company's debts relative to their reven

ue. In 2015, ABC had $375,421 in revenue and $70,332 in debts; in 2016, they had $437,879 in revenue and $90,765 in debts. Using this information, calculate what percentage of their revenue in 2016 was debt, and how much it had increased from 2015?
Business
1 answer:
Lemur [1.5K]3 years ago
6 0

Answer:

21% : and 3%

Explanation:

Vertical analysis is a financial analysis approach where line items of a financial statement are compared against a base figure.  The base figure may be at the top or bottom of the financial statement hence the term vertical analysis. In practice, revenue is the base figure in most reports.

For ABC Company, revenue is the base figure. In 2016, the debts were $90,765, and revenue was $437,879.

As a percentage, debt would be

= $90,000/$437, 879 x100

=0.20728 x 100

=20.728 %

=21%

in 2015, debts were  $70,332, and revenue were $375,421

As a percentage, debt would be

=$70, 765/ $375,421 x 100

=0.18734

=18.73

=19%

in 2016, the debt percentage increased from 19% in 2015 to 21% .  3% increment

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Answer:

she could earn a total of $71,000 instead of attending graduate school.

Explanation:

economic costs = accounting costs + opportunity costs

Jane's accounting costs = $100,000 in tuition + $20,000 room and board + $2,000 books

Jane's opportunity costs = unearned wages - $18,000 room and board (already included in accounting costs)

if Jane's economic cost = $175,000, then her unearned wages would equal:

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$175,000 = $104,000 + unearned wages

$71,000 = unearned wages

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6 0
2 years ago
On January 1, 2021, Canseco Plumbing Fixtures purchased equipment for $30,000. Residual value at the end of an estimated four-ye
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Answer:

$7000

$7000

b. 15,000

7500

6160

8400

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4 0
3 years ago
Present Value Computations
Rama09 [41]

Answer:

The present value on January 1, 2016, of $30,000 due on January 1, 2020, and discounted at 10% compounded annually is $ 20,490.40  

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The present value on January 1, 2016, of $50,000 due on January 1, 2020, and discounted at 16% compounded quarterly is $ 26,695.41  

Explanation:

The present value formula is given as PV=FV*(1+rs/t)^-nt

where FV is the future worth of the amount

rs is the stated interest

t is the number of compounding per year

n is the number of years of investment which 4 years in this case

PV of $30,000 compounded annually:

PV=$30,000*(1+10%/1)^-(1*4)=$20,490.40  

PV of $40,000 compounded semiannually:

PV=$40,000*(1+11%/2)^-(2*4)=$ 26,063.95  

PV of $50,000 compounded quarterly:

PV=$50,000*(1+16%/4)^-(4*4)=$26,695.41  

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