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Jenna is expected to settle a loan on February 3rd, 2018 by paying $5,000. What amount should he pay if he decides to settle it on June 20th, 2017 instead? The interest rate is 1.88% compounded quarterly.
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- Daniel is expected to settle a loan on March 24th, 2018 by paying $6,500. What amount should he pay if he decides to settle it on June 11th, 2017 instead? The interest rate is 5.46% compounded monthly.1. Robert is expected to settle a loan on January 1st, 2018 by paying $8,000. What amount should she pay if she decides to settle it on April 30th, 2017 instead? The interest rate is 5.37% compounded semi-annually. Round to the nearest centKavish loans $15,000 to his business partner on June 1st, 2020. The terms of the loan state that interest of 5% compounded annually will be paid when the loan matures on May 31st, 2022. What is the amount of interest income that Kavish must report in each year from 2020 2022? Show your calculations.
- Kylie takes out a $12,500 loan on May 1, 2023, to be re-paid over 5.5 years, with the first payment at the end of that month. For the first 2 years, interest is charged at an annual rate of 4%. After that, the annual interest rate increases to 5.4%. What monthly payment is needed to ensure the loan is paid in time?Ms. R. would like to buy a mobile home. For this purpose, she takes out a loan on 01.01.2021 Amount of 80,000 euros. An annual interest rate of 4.5% is set in the loan agreement. a) Ms. R. agrees with the bank that the debt plus interest will be in nine equal amounts to be repaid at the end of each year. The first payment is to be made on December 31, 2022. 1. How much is the annuity to be paid at the end of each year from December 31, 2022?2. Enter the repayment schedule line for the 7th year after the debt was taken on.3. Ms. R. considers instead of the annuities, rather advance equal quarter payments in the years 2022, 2023, 2024 . . To achieve in 2030. How much is the quarterly payment? b) Ms. R. agrees with the bank that the debt plus interest will be paid annuities in each case To repay 15,000 euros at the end of a year. The first payment is scheduled for December 31, 2022 respectively. How many years does she have to pay full annuities?Luis is expected to settle a loan by paying $5,500. What amount should she pay if she decides to settle the loan seven months earlier? The interest rate is 3.25% compounded monthly.
- On June 26, 2019, Naomi obtained a loan of P150,000 from a local businessman. The interest rate on the loan was 7.75% and it is to be paid on November 15, 2020. What is the Ordinary simple interest using exact time?Your father offers to give you $400 on January 1, 2019. You will then make six additional equal payments each 6 months from July 2019 through January 2022. If your bank pays 8% compounded semiannually, how large must each payment be for you to end up with $1,000 on January 1, 2022? What is the Effective Annual Rate (EAR) earned on the bank account in part f? What is the Nominal Interest Rate or Annual Percentage Rate (APR) earned on the account?On July 12, 2019, Veronica borrowed P100,000 and agreed to pay the interest at 7% compounded monthly. How much must she pay if she wanted to discharge this debt on April 12, 2020?
- Zach Taylor is settling a $20,000 loan due today by making 6 equal annual payments of $4,727.53. Determine the interest rate on this loan, if the payments begin one year after the loan is signed.Clark borrows $25000 on December 1st 2021. He has to be repaythe amount in 15 equal monthly payments and the rate of interest is 12% convertible monthly.(a) Suppose Clark starts the payment from January 1st 2022. What is Clark’s monthly payment?(b) What is the outstanding principal for Clark at the end of his 4th payment period?(c) If Clark starts making the payment from April 1st 2022 instead of Jan 1st 2022, what will bethe monthly payment made by Clark?Marcus is expected to settle a loan by paying $6,000. What amount should he pay if he decides to settle the loan six months earlier? The interest rate is 2.25% compounded monthly. Round to the nearest cent