Answer:
A buyer in the ordinary course of business who purchased the goods from a merchant
Explanation:
In finance, perfected security interest is an interest in a property that prevents other party from having claims on it legally.
It should be noted that With regard to a prior perfected security interest in goods for which a financing statement has been filed, the parties is most likely to have a superior interest in the same collateral is buyer in the ordinary course of business who purchased the goods from a merchant.
Answer:
$4,697.04
Explanation:
In simple words , this question requires us to find the Future Value in 5 years time. We compound the Present Value using the effective interest rate to determine the Future Value of an investment.
<em>PV = $3,000.00</em>
<em>P/YR = 12</em>
<em>N = 5 x 12 = 60</em>
<em>I = 9 %</em>
<em>PMT = $0</em>
<em>FV = ?</em>
Using a Financial calculator to enter the parameters as above the Future Value (FV) is $4,697.04
therefore,
In 5 years time, you will have $4,697.04.
Answer:
The present value of the following series of cash flows discounted at 12 percent is:
$171,890
Explanation:
a) Data and Calculations:
Discount rate = 12%
$40,000 now;
$50,000 at the end of the first year;
$0 at the end of year the second year;
$60,000 at the end of the third year; and
$70,000 at the end of the fourth year
Future Value Discount Factor Present Value
$40,000 1 $40,000
$50,000 0.893 $44,650
$0 0.797 $0
$60,000 0.712 $42,720
$70,000 0.636 $44,520
Total present value $171,890
b) The present value is the discounted cash flow from series of future cash flows. The discount factor is applied to the individual cash flows, based on the number of years before the cash flow occurs.
Answer:
I prepared an amortization schedule using an excel spreadsheet. The original monthly payment was $836.44. After the 120th payment, the remaining principal balance was $68,940.64. Since she didn't pay anything for 1 year, the new principal balance will be $68,940.64 x (1 + 8%) = $74,455.89
I prepared another amortization schedule for the remaining 9 years, and the monthly payment is $969.32. She will pay off the loan in 108 months.
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Answer:
This evaluation was prepared by a licensed real estate broker and is not an appraisal. This evaluation cannot be used for the purposes of obtaining financing.
Explanation:
