A loan is repayable by a decreasing annuity payable annually in arrears for 20 years. The repayment at the end of the first year is $6,000 and subsequent repayments reduce by $200 each year. The...


A loan is repayable by a decreasing annuity payable annually in<br>arrears for 20 years. The repayment at the end of the first year is<br>$6,000 and subsequent repayments reduce by $200 each year.<br>The repayments were calculated using an effective rate of interest<br>of 9% per annum.<br>(a)<br>Calculate the original amount of the loan.<br>(b)<br>Immediately after the ninth payment of interest and capital, the<br>interest rate on the outstanding loan is reduced to 7% per annum<br>effective. Calculate the amount of the tenth payment if subsequent<br>payments continue to be reduced by $200 each year, and the loan<br>is to be repaid by the original date, i.e. 20 years from<br>commencement.<br>

Extracted text: A loan is repayable by a decreasing annuity payable annually in arrears for 20 years. The repayment at the end of the first year is $6,000 and subsequent repayments reduce by $200 each year. The repayments were calculated using an effective rate of interest of 9% per annum. (a) Calculate the original amount of the loan. (b) Immediately after the ninth payment of interest and capital, the interest rate on the outstanding loan is reduced to 7% per annum effective. Calculate the amount of the tenth payment if subsequent payments continue to be reduced by $200 each year, and the loan is to be repaid by the original date, i.e. 20 years from commencement.

Jun 06, 2022
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