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VashaNatasha [74]
3 years ago
12

For a given single sum invested at 8% for four years, how will the future value be affected if the compounding period is changed

from quarterly to annually?
Business
1 answer:
Lorico [155]3 years ago
5 0

Answer:

Future Value will increase

Explanation:

Future Value = Present Value (PV)*(1 + i)^n

<em>Let Amount  be $10,000</em>

<em>Interest = 12% compounded annually</em>

<em>Period = 4</em>

Future Value = $10,000 * (1 + 12%)^4

Future Value = $15,735.19

<em>Let Amount  be $10,000</em>

<em>Interest = 12% compounded quarterly</em>

<em>Period = 4 (4*4)</em>

Future Value = $10,000*(1 + 3%)^16

Future Value = $16,047.06

Conclusion: The future value will increase.

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Vinil7 [7]

Answer:

the growth of real Gdp is a

5 0
4 years ago
Evans Inc. had current liabilities at April 30 of $74,100. The firm's current ratio at that date was 1.7.Required:Calculate the
bazaltina [42]

Answer:

* The firm's current assets and working capital at April 30:

+ Current asset $125,970

+ Working capital: $51,870

* The current ratio and working capital at April 30 as if the April 29 payment had not been made:

+ Current ratio: 1.57

+ Working Capital: $51,870

Explanation:

* The firm's current assets and working capital at April 30:

We have Current asset/ Current Liabilities = Current ratio <=> Current asset = Current liabilities x current ratio = 74,100 x 1.7 = $125,970.

Working capital = Current asset - Current Liabilities = 125,970 - 74,100 = $51,870.

* The current ratio and working capital at April 30 as if the April 29 payment had not been made:

- Current asset will be 125,970 + 17,200 = $143,170; Current Liabilities will be 74,100 + 17,200 = $91,300 ( as cash has not be deducted for account payable settlement, as a result, account payable is still maintained balance of 17,200 higher than the scenario where the payable had been settled).

=> Current ratio = 143,170/91,300 = 1.57; Working Capital = 143,170 - 91,300 = $51,870.

8 0
3 years ago
Read 2 more answers
Workman Software has 8.8 percent coupon bonds on the market with 19 years to maturity. The bonds make semiannual payments and cu
OverLord2011 [107]

Answer:

current yield 8.2089552%

YTM = 8.05%

effective annual yield = 4.92%

Explanation:

(A)

current yield = C/P

coupon payment / market price

8.8/107.2 = 0.082089552 = 8.2089552%

(B)

P = \frac{C}{2} \times\frac{1-(1+YTM/2)^{-2t} }{YTM/2} + \frac{CP}{(1+YTM/2)^{2t}}

First par being the present value of the coupon payment and second the redeem of the face value at the end of the bond.

market price 107.2

face value 100

time = 19

rate 8.8%

C = annual coupon payment 100 x 8.8% = 8.8

You solve this using a financial calculation and get the semiannual rate

YTM/2 = 0.040268160

then multiply by 2 to get the annual YTM

0.040268160  x 2 =

YTM = 0.08053632 = 8.05%

(C)

Effective Annual Yield

(1+HPR)^{365/time} -1 = EAY

where:

Holding period return:

\frac{Net \: Return}{Investment} = HPR

In this case:

coupon payment + redem - investment = net return

8.8 * 19 + 100 - 107.2 = 160

160/107.2 = 1.492537313

Then

(1+HPR)^{365/time} -1 = EAY

(1+1.142537313)^{\frac{365}{19\times365}} -1 = EAY

EAY = 0.049242509 = 4.9242509%

8 0
4 years ago
Your friend, Alicia, is a graduating senior about to head to college in the fall. Alicia has a single checking account and is ea
kvv77 [185]

Answer:

It is good

Explanation:

Alicia would have an easier time splitting money and saving money towards different goals. Such as putting 40% of your paycheck into savings and splitting the 40% into 10% for each savings account.

6 0
3 years ago
Roth Service Co. experienced the following transactions for 2018, its first year of operations: Provided $82,000 of services on
frosja888 [35]

please find the attached for the answer

Download docx
5 0
3 years ago
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