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natka813 [3]
3 years ago
7

Suppose you take out a 30-year mortgage for $100,000 with annual payments. The interest rate on the mortgage is 8%. When you hav

e paid off half the mortgage, so that the value of the remaining payments is reduced to $50,000, how many more payments need to be made
Business
1 answer:
Elza [17]3 years ago
6 0

Answer:

Approximately 8 more payments need to be made.

Explanation:

Mortgage Amount = $100,000

Interest Rate = 8%

Time = 30 years

Calculating Annual Payment,

Using TVM Calculation,

PMT = [PV = 100000, T = 30, FV = 0, I = 0.08]

PMT = $8,882.74

So,

Annual Payment = $8,882.74

Loan Balance = $50,000

Calculating Time for Repayment,

Using TVM Calculation,

T = [PV = 50,000, PMT = -8882.74, FV = 0, I = 0.08]

T = ~8 years

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Answer:

a. Amount to Be Invested/Equal Annual Net Cash Flows

Explanation:

The formula to calculate the present value factor by considering annuity is shown below:

= Invested amount ÷ Equally Annual net cash flows

As an annuity is a set of payments made at the equal periods

Simply we divide the invested amount by the equal amount of annual net cash flows so that the Present value factor of an annuity can be computed

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The fundamental limitation of a matrix structure is that it ________.
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Dr Accounts receivable 644,700

    Cr Sales revenue 644,700

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