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weeeeeb [17]
3 years ago
9

You have just deposited $8,500 into an account that promises to pay you an annual interest rate of 6 percent each year for the n

ext 6 years. You will leave the money invested in the account and 10 years from today, you need to have $19,320 in the account. What annual interest rate must you earn over the last 4 years to accomplish this goal? Select one: 12.51% 11.55% 11.37% 14.07% 10.01%
Business
1 answer:
Pachacha [2.7K]3 years ago
8 0

Answer:

12.51%

Explanation:

after the first 6 years, you will have:

FV = PV (1 + r)ⁿ

  • PV = $8,500
  • r = 6%
  • n = 6

FV = $8,500 (1 + 6%)⁶ = $12,057.41

If you need to have $19,320 in 4 years, then you must determine r:

$19,320 = $12,057.41 (1 + r)⁴

$19,320 / $12,057.41 = (1 + r)⁴

1.6023 = (1 + r)⁴

⁴√1.6023 = 1 + r

1.1251 = 1 + r

1.1251 - 1 = r

0.1251 = r

r = 12.51%

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Answer with Explanation:

Probability   Expected Loss           Loss Forecast

0.5                          0                                0

0.1                        200                              20

0.2                       400                              80

0.1                       1000                             100

0.1                       2000                            200

1.00                     Total                             400

Now,

A. Final Wealth with no Insurance = Physical Assets of the person + Cash Assets - Total Loss Forecast

By putting values, we have:

Final Wealth with no Insurance = $2,000 + $600 - $400 = $2,200

B. For Full insurance, we will not consider expected loss because we will receive Insurance Premium instead:

Final Wealth with Full Insurance = Physical Assets + Cash Assets - Insurance Premium

By putting values, we have:

Final Wealth with Full Insurance = $2,000 + $600 - $600 = $2,000

C. Final Wealth with Partial Insurance and $200 deductibles = Physical Assets + Cash Assets - Insurance Premium For Partial Coverage - Deductible

By putting values, we have:

Final Wealth with Partial Insurance and $200 deductibles = $2,000 + $600 - $450  - $200 = $1,950

D. Final Wealth with 75% Co-insurance = Physical Assets + Cash Assets - Insurance Premium - Co-payment

By putting values, we have:

Final Wealth with 75% Co-Insurance = $2,000 + $600 - $450 - (75% * $400)

= $1,850

E. Final Wealth with Partial Insurance and $1,000 Upper Limit = Physical Assets + Cash Assets - Insurance Premium - Maximum Loss Expected

By putting values, we have:

= $2,000 + $600 - $450 - (Probability 0.1 * $2,000) = $1950

From the above, we can say that the best option here in descending order is as under:

1.  A. Final Wealth with no Insurance

2.  B. With Full insurance

3.  C. Final Wealth with Partial Insurance and $200 deductibles & E. Final Wealth with Partial Insurance and $1,000 Upper Limit

4.  E. Final Wealth with Partial Insurance and $1,000 Upper Limit

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An advantage of the fixed-period inventory system is that______.
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Answer:

The correct answer is (B)

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Answer:

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The quick ratio checks the liquidity position of the company

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And, the fixed charge coverage ratio shows the payment of its all debts with the available earnings

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