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Edwill just purchased a new home costing R1107900,00 by paying R120000,00 cash on the purchase date, and agreeing to make payments at the end of the following eight years for the remainder owed; the first payment is due one year after the purchase date. The interest rate is 7,4 % per annum,compounded yearly. Considering the amortisation schedule, the percentage rounded to two decimal places, of the total payments made the first two years that will go forward repayment of interest, is
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- Edwill just purchased a new home costing R1 107 900,00 by paying R120 000,00 cash on the purchase date, and agreeing to make payments at the end of each of the following eight years for the remainder owed; the first payment is due one year after the purchase date. The interest rate is 7,4% per annum, compounded yearly. This is illustrated by the following timeline: years 0 7.4% per annum, compounded annualy Considering the amortisation schedule, what is the percentage, rounded to two decimal places, of the total payments made in the first two years that will go toward repayment of interest?Edwill just purchased a new home costing R1 107 900,00 by paying R120 000,00 cash on the purchase date, and agreeing to make payments at the end of each of the following eight years for the remainder owed; the first payment is due one year after the purchase date. The interest rate is 7,4% per annum, compounded yearly This is illustrated by the following time line ears 07, per anm, componded anmaly Considering the amortisation schedule, the percentage, rounded to two decimal places, of the total payments made the first two years that will go toward repayment of Interest, isMr. Espinoza's debt of P160,000 is amortized by making equal payments at the end of every three months for six years with 4.3% interest rate compounded quarterly. How much is the quarterly payment? Construct an amortization schedule. How much will Mr. Espinoza pay after the term? Do you think that the total amount paid is fair given the total interest and the term of the annuity? Why or why not? Explain in your own words.
- Edwill just purchased a new home costing R1 107 900,00 by paying R120 000,00 cash on the purchase date, and agreeing to make payments at the end of each of the following eight years for the remainder owed; the first payment is due one year after the purchase date The interest rate is 7,4% per annum, compounded yearly. This is illustrated by the following time line: 3 6. yeans 0 7,4% per annum, compounded annualy Considering the amortisation schedule, the percentage, rounded to two decimal places, of the total payments made the first two years that will go toward repayment of interest, is A. 41,42%. B. 58,58%. C. 70,71%. D. 43,51%.Andy borrowed P9000 from Randy today and P12000 two years after and made a partial payment of P7000 one year after. It was agreed that the balance of the loan would be amortized by two payments on the 4th and 5th year from the start of transaction, the second being 50% larger than the first, if the interest rate is 12%, what is the amount of each payment?Mr. Green had a housing loan amounting to P2,664,676, and it was to be amortized by a group of 30 end of year payments in an ascending linear progression. Mr. Green had an initial payment of P95,000 during the first end of year. The interest rate of the loan was 15% compounded annually, how much should the increase of payment every year in the amortization? 50,080.45 er 65,371 margin of error +/-0.1
- Harry and Potter bought a property by making semi-annual payments of $3210.00 for 8.5 years. If the first payment is due on the date of purchase and interest-is 8.53% compounded quarterly, what is effective rate of interest for the property?Anushka and Benicio borrowed $47,000 at 7% compounded semi-annually as a second mortgage loan against their current home. Repayment amount is $9,400 at the end of every year. a. How many payments are required to repay the loan? Number of payments b. Use the given information to complete the amortization table below. Determine the missing values for the first two payment intervals, the last two payment intervals, and the totals. Report results to the nearest cent. Payment Number 0 1 2 ⠀ : N-1 N Total Amount Paid ($) 9,400.00 9,400.00 ⠀ ⠀ 9,400.00 Interest Paid ($) Principal Repaid ($) Outstanding Balance ($) 47,000.00 0.00Mr. Trafalgar Law purchased a house and lot worth P4,000,000. He paid a down payment of P1,500,000. He plans to amortize the loan of P2,500,000 by paying semi-annually for 5 years. The interest rate is 12% compounded semi-annually. (Round-off your FINAL answers to two decimal places) How much is the monthly payment?
- Melynda and Andrés borrowed $60,000 at 7.25% compounded annually as a second mortgage loan against their current home. Repayment amount is $5,900 at the end of every six months. a. How many payments are required to repay the loan? Number of payments b. Use the given information to complete the amortization table below. Determine the missing values for the first two payment intervals, the last two payment intervals, and the totals. Report results to the nearest cent.Answer the given problem. Problem: Mrs Talla obtained a loan of P200,000. She has to repay the loan by equal payments at the end of every six months for 5 years at 2% interest compounded semi-annually. Find the periodic payment. (Prepare an amortization schedule) The given picture is only a sample of amortization schedule please refer to it. Thank you.A friend of yours borrowed an amount of Php 70,000. Based on your conversation, She intends to pay it within one year and based on a monthly basis.The interest rate of the borrowed money is 24%, compounded quarterly. You were able to lend her the money on July 01, 2021, and she intends to pay the first Amortization at the end of August 2021.After paying for the 6 months, she intends to pay the remaining balance at the end of the 7th month. Solve for the following : 1.What is the Amortization Schedule for the loan amounting to 70,000 for a year. 2.What was the Effective rate of interest for the loan. 3.What is the amount that she intends to pay in the 7th month to pay for the debt.
