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Levart [38]
2 years ago
10

Western Energy makes quarterly deposits into an account reserved for purchasing new equipment two years from now. The interest p

aid on the deposits is 12% per year, compounded monthly. Identify the interest period, compounding period, and compounding frequency in the interest period.
a. The interest period is ____________.
b. The compounding period is _______________ .
c. The compounding frequency is___________ .
Business
1 answer:
Iteru [2.4K]2 years ago
8 0

Answer:

a. 2 years

b. 1 year

c. 12 times

Explanation:

Interest period is the duration of the deposit. It is the length of time the money would remain in deposit. This is 2 years according to the question

Compounding period = number of times interest would be paid. In the question, this is a year. So interest would be paid every year

The compounding frequency - it is the number of times the deposit would be compounded. It is 12 months

The future value of the deposit can be determined using this formula :  

FV = P (1 + r/m)^nm

FV = Future value  

P = Present value  

R = interest rate  

N = number of years

m = number of compounding  

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Explanation:

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Technological innovation are very vital for the expansion of production by companies and firms who provide either goods or services

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Bekah is an adviser for the company Vicoltech, which deals heavily in investments. Bekah also advises several other clients in h
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Explanation:

Here are the options:

a. Indeterminable with current information

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Read 2 more answers
You have successfully started and operated a company for the past 10 years. You have decided that it is time to sell your compan
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Answer:

$5,225,417

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first payment 800000

1 quarter         250000

2 quarters 254000

3 quarters 258064

4 quarters 262193

5 quarters 266388

6 quarters 270650

7 quarters 274981

8 quarters 279380

9 quarters 283851

10 quarters 288392

11 quarters 293006

12 quarters 297694

13 quarters 302458

14 quarters 307297

15 quarters 312214

16 quarters 317209

17 quarters 322284

18 quarters 327441

19 quarters 332680

20 quarters 338003

11% = (1 + i/4)⁴

i = 0.106

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Now we need to determine the present value of this  annuity and our discount rate is 2.65%. I will use an excel spreadsheet to determine the present value of the 20 quarterly payments and then add the initial payment.

$4,425,417 + $800,000 = $5,225,417

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3 years ago
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