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Illusion [34]
2 years ago
14

Dennis purchased a big-screen television from ABC Electronics and financed the purchase through ABC Electronics based on an agre

ement granting ABC Electronics a security interest in the television and requiring that Dennis make monthly payments. Three months later, Dennis was unable to continue making payments on the television because he had bought a boat, a new car, an expensive engagement ring for his girlfriend, and some other items. The manager from ABC Electronics called and asked Dennis to return the television. Dennis refused on the basis that ABC Electronics never perfected its interest in the television. Which of the following is the correct designation for the television in the agreement between Dennis and the electronic store? a. Pledged goods b. Acknowledged goods c. Illegal security d. Defined security e. Collateral
Business
1 answer:
svetoff [14.1K]2 years ago
4 0

Answer:

e. Collateral

Explanation:

Collateral refers to the security given by the person in order to secure the right of the creditor.

As for example, if I take a loan from bank and then sign an agreement to pay in installments, then the bank might secure its payment through a collateral to be paid by me. For this I might give the bank papers of my house.

In the given case also, Dennis took the Television in exchange of money promised to be paid in installments. Further as for collateral he provided the owner the right to take back the television.

Thus, there is a collateral provided, and since he has defaulted in payment owner has the right to collect television back.

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285 Months

Explanation:

n = 30 years  × 12 = 360

percent rate = 5.0 % divided by 12 = 0.417.

Now recalling the statement of time value for money,

We have future value = present value × ( 1 + rate) ∧ n

future value = 1, 070,000  × ( 1 + 0.417 )  ∧ 360

future value = 3.33065667 E 60

At age 65, the value 3.33065667 E 60 will be the  present monthly withdrawal at $28,500.

present value of ordinary annuity, = annuity ( 1 - (1 + r) ∧ -n ÷ r

= 3.33065667 E 60  = 28500 (1 - ( 1 + 0.417) ∧ - n ÷ 0.417

= 3.33065667 E 60 ÷ 28500  = (1 - ( 1 + 0.417) ∧ - n ÷ 0.417

1.168651462 E 56 = (1 - ( 1 + 0.417) ∧ - n ÷ 0.417

we now introduce logs to determine the value of n

Solving further, we discovered that n= 285.

Therefore, the number of months it will last one he start to withdraw the money is 285 month

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