Respuesta :
Answer:
Explanation:
Mortgage value = $10,000
Nominal Interest rate = 10%
Number of mortgage years = 10 years
a) What is the dollar amount of each payment Jan receives?
Calculating Semi-annual Payment (PMT) using financial calculator:
Semiannual Interest Rate = 10%/2
Number of Mortgage periods = 10*2
Present Value of Mortgage Value (PV) = -10000
Semi-annual Dollar Payment on Mortgage Loan (PMT) = $802.43
b) Semi-annual Payment = $802.43
Interest paid in 1st year = $10,000 * (10%/2) = $500
Principal paid in 1st year = $802.43 - $500 = $302.43
Total loan balance at the end of 1st year = $10,000 - $302.43 = $9,697.57
c) The interest amount for the second payment is $484.88
The total interest of the year = $984.88
Her income interest will not be the same next year because as years increase, interest decrease.
d) The loan is amortized, meaning that the principal amount is also repaid along with the interest payment. The principal amount decreases period after period. Interest is calculated based on the principal amount, the amount of interest income also changes.
a. The dollar amount of each payment Jan receive=$802.43
b. Total loan balance at the end of 1st year=$9,697.57
c. The interest amount second payment=$984.88
Calculation of Mortgage value
The Mortgage value is = $10,000
The Nominal Interest rate is = 10%
Then the Number of mortgage years is = 10 years
a) Now we Calculating Semi-annual Payment (PMT) using a financial calculator are:
Then the Semiannual Interest Rate is = 10%/2
Now the Number of Mortgage periods is = 10*2
Then Present Value of Mortgage Value (PV) is = -10000
After that Semi-annual Dollar Payment on Mortgage Loan (PMT) is = $802.43
b) The Semi-annual Payment is = $802.43
Then the Interest paid in 1st year is = $10,000 * (10%/2) = $500
Now the Principal paid in 1st year is = $802.43 - $500 = $302.43
Therefore, the Total loan balance at the end of 1st year = $10,000 - $302.43 = $9,697.57
c) When The interest amount for the second payment is = $484.88
Then The total interest of the year is = $984.88
Her income interest will not be the identical next year because as years increase, interest decrease.
d) The loan is amortized, signifying that the principal amount is also repaid along with the interest payment. The principal amount decreases duration after the period. Interest is calculated founded on the principal amount, the amount of interest income even changes.
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