On February 19, 2026, Anna will need P 40,000. Assume that the annual effective interest is 7%. How much would Anna have to deposit on March 25, 2022 in order to be able to withdraw an amount of P40,000 on February 19, 2026?
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On February 19, 2026, Anna will need P 40,000. Assume that the annual effective interest is 7%. How much would Anna have to deposit on March 25, 2022 in order to be able to withdraw an amount of P40,000 on February 19, 2026?
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- On February 18, 2026, Anna will need P 40,000. Assume that the annual effective interest is 7%. How much would Anna have to deposit on March 25, 2022 in order to be able to withdraw an amount of P40,000 on February 19, 2026?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?1) Janet borrows $4,000 on October 20, 2020. If the simple interest rate is 12%, then how much needs to be repaid on May 11, 2021?
- 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 centYour 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?Today is January 1, 2021. Jason borrows from Jessica $239,037 and agrees repay her by monthly installments. Payments will increase at a rate of 0.5% per month. The first payment of $1,000 is to be made exactly one month from today. However, after Jessica has worked out the time it will take for the entire loan to be repaid, she thinks it is too long. She proposes cutting the repayment time in half. Also, instead of growing payments, Jessica prefers a constant amount paid at the end of each quarter. The effective annual interest rate is 10%. a) Determine how much time it takes Jason to repay the loan under his proposal. Round your answer to the nearest number of months. (Hint: ln xy = y ln x) b) Find the amount Jessica prefers to receive at the end of each quarter under her new proposal. Ignore your answer in part a) and assume it to be 420 months. c) Calculate the amount of interest Jason will have paid over the life of the loan.
- You wish to have $10,000 on August 1, 2026. You plan to to make monthly deposits into an account with pays 5% monthly. Your first deposit will be on March 1, 2019, and your last will be on February 1, 2021. What are the size of your deposits?Today is January 1, 2021. Jason borrows from Jessica $239,037 and agrees repay her by monthly installments. Payments will increase at a rate of 0.5% per month. The first payment of $1,000 is to be made exactly one month from today. However, after Jessica has worked out the time it will take for the entire loan to be repaid, she thinks it is too long. She proposes cutting the repayment time in half. Also, instead of growing payments, Jessica prefers a constant amount paid at the end of each quarter. The effective annual interest rate is 10%. Determine how much time it takes Jason to repay the loan under his proposal. Round your answer to the nearest number of months. (Hint: ln xy = y ln x)Today is January 1, 2021. Jason borrows from Jessica $239,037 and agrees repay her by monthly installments. Payments will increase at a rate of 0.5% per month. The first payment of $1,000 is to be made exactly one month from today. However, after Jessica has worked out the time it will take for the entire loan to be repaid, she thinks it is too long. She proposes cutting the repayment time in half. Also, instead of growing payments, Jessica prefers a constant amount paid at the end of each quarter. The effective annual interest rate is 10%.Find the amount Jessica prefers to receive at the end of each quarter under her new proposal. Assume it to be 420 months.
- 7.Anna borrowed money from a bank charging 10% interest last January 12, 2020 and is due on June 12, 2020. If she paid Php5,500 at the end of the loan, what is the amount she borrowed considering exact simple interest? (Clue: Count all the days per monthOn 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?A person agreed with a bank to deposit an amount of 500 dinars at the end of each year starting from the year 2000 in order to be able to buy an apartment by the end of 2020. If he knows that this person has deposited only 15 payments, and that the compound interest rate is 2% annually, the total payments are required to be found at the end of the year. 2020.