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- A $350,000 house in Hamilton was purchased with a down payment of 20.00% of its value and a 20 year mortgage was taken for the balance. The negotiated fixed interest rate was 5.50% compounded semi-annually for a five-year term, with repayments made at the end of every month. a. Calculate the size of the monthly payments. Round to the nearest cent b. Complete the partial mortgage schedule for the five-year term, rounding the answers to the nearest cent. Payment Number 0 1 2 Payment Interest Portion Principal Portion Principal Balance AR OFF 24 $280,000.00A $270,000 house in Hamilton was purchased with a down payment of 20.00% of its value and a 25 year mortgage was taken for the balance. The negotiated fixed interest rate was 3.75% compounded semi-annually for a three-year term, with repayments made at the end of every month. Calculate the size of the monthly payments. Complete the partial mortgage schedule for the three-year term, rounding the answers to the nearest cent. General Computers Inc. purchased a computer server for $73,000. It paid 40.00% of the value as a down payment and received a loan for the balance at 7.00% compounded semi-annually. It made payments of $2,600.34 at the end of every quarter to settle the loan.General Computers Inc. purchased a computer server for $73,000. It paid 40.00% of the value as a down payment and received a loan for the balance at 7.00% compounded semi-annually. It made payments of $2,600.34 at the end of every quarter to settle the loan. How many payments are required to settle the loan? fill…A $110,000 mortgage was amortized over 20 years by monthly repayments. The interest rate on the mortgage was fixed at 5.60% compounded semi-annually for the entire period. Full solutions should be shown on separate sheets of paper. Submit your solutions. Question 5 of 6 a. Calculate the size of the payments rounded up to the next $100. Round up to the next 100 b. Using the payment from part a., calculate the size of the final payment. Round to the nearest cent ← >
- A $150,000 mortgage was amortized over 20 years by monthly repayments. The interest rate on the mortgage was fixed at 5.40% compounded semi-annually for the entire period. a. Calculate the size of the payments rounded up to the next $100. b. Using the payment from part a., calculate the size of the final paymentA $560,000 townhome in Richmond Hill was purchased with a down payment of 20% of the amount. A 20-year mortgage was taken for the balance. The negotiated fixed interest rate was 5.25% compounded semi-annually for a three-year term with repayments made at the end of every month. a. What is the size of the monthly payment? Round to the nearest cent b. What was the principal balance at the end of the three-year term? Round to the nearest cent c. By how much did the amortization period shorten if the size of the periodic payments were increased by 15% starting from the 37th payment? Assume the same interest rate. months3. A $310,000 house in Hamilton was purchased with a down payment of 20.00% of its value and a 20 year mortgage was taken for the balance. The negotiated fixed interest rate was 3.75% compounded semi-annually for a five-year term, with repayments made at the end of every month. a. Calculate the size of the monthly payments. b. Complete the partial mortgage schedule for the five-year term, rounding the answers to the nearest cent.(see image attached) Kindly keep all the decimals for all the procedures, DO NOT ROUND
- 3. A $310,000 house in Hamilton was purchased with a down payment of 20.00% of its value and a 20 year mortgage was taken for the balance. The negotiated fixed interest rate was 3.75% compounded semi-annually for a five-year term, with repayments made at the end of every month. a. Calculate the size of the monthly payments. b. Complete the partial mortgage schedule for the five-year term, rounding the answers to the nearest cent.(see image attached) Kindly keep all the decimals for all the procedures, DO NOT ROUNDA $236,000 mortgage for 20 years for a new home is obtained at the rate of 5.5% compounded monthly. Find (a) the monthly payment, (b) the interest in the first payment, (c) the principal repaid in the first payment, and (d) the finance charge. ..... (a) The monthly payment on the mortgage is $ (Round the final answer to two decimal places as needed. Round all intermediate values to six decimal places as needed.)A $96,000 mortgage is to be repaid over a fifteen-year period by monthly payments rounded up to the next-higher $100. Interest is 7.7% compounded semi-annually. (a) Determine the number of rounded payments required to repay the mortgage. (b) Determine the size of the last payment. (c) Calculate the amount of interest saved by rounding the payment up to the next higher $100 versus rounding the payment to the nearest cent.
- The balance on a mortgage was $45,000 and an interest rate of 4.50% compounded semi-annually was charged for the remaining 5-year term. Monthly payments were made to settle the mortgage. a. Calculate the size of the monthly payments. Round up to the next whole number b. If the monthly payments were set at $939, how long would it take to pay off the mortgage? o years o months Express the answer in years and months, rounded to the next payment period c. If the monthly payments were set at $939, calculate the size of the final payment.A $300,000 house in Hamilton was purchased with a down payment of 20.00% of its value and a 20 year mortgage was taken for the balance. The negotiated fixed interest rate was 5.50% compounded semi-annually for a five-year term, with repayments made at the end of every month. Calculate the size of the monthly payments.The balance on a mortgage was $42,600 and an interest rate of 4.25% compounded semi-annually was charged for the remaining 3-year term. Monthly payments were made to settle the mortgage. a. Calculate the size of the monthly payments. Round up to the next whole number b. If the monthly payments were set at $1,412, how long would it take to pay off the mortgage? Express the answer in years and months, rounded to the next payment period (C). If the monthly payments were set at $1,412, calculate the size of the final payment.
