On May 1, 2020, Hazel borrowed a sum of money from Far East Bank , payable for 2 years at 8% simple interest. She paid P6,000 for the interest of her loan. Find how much was borrowed by Hazel.
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On May 1, 2020, Hazel borrowed a sum of money from Far East Bank , payable for 2 years at 8% simple interest. She paid P6,000 for the interest of her loan. Find how much was borrowed by Hazel.
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- Question: On May 1, 2020, Hazel borrowed a sum of money from Far East Bank , payable for 2 years at 8% simple interest. She paid P6,000 for the interest of her loan. Find how much was borrowed by Hazel.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?Maya borrowed 15, 000 pesos last June 10, 2020, from a lending institution which offered 12% simple interest and she promised to pay on October 10 of the same year. What is the exact time?
- On May 30, 2021, Fred loaned ₱150,000 in a bank. It was agreed that he will pay the amount with a 6% rate of interest on August 10, 2021. What is the total amount of money Fred should pay? (Use banker's rule.)1.) One hundred twenty days after borrowing money, Liz pays an interest of Php 215.00. How much did she borrow if the simple interest rate is 5 5/8 % 2.) Find the actual and approximate time from December 19, 2020, to June 6, 2021. Show the two solution 3.) Using the four methods, find the interest on Php. 4,400 at 5 4/5 % simple interest from September 9, 2020 to April 19, 2021Ms. 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?
- On 29 March 2021, Justin deposited R3 500 into a savings account. The simple interest rate agreed upon was 7,5% per year. The accumulated amount in the savings account on 10 October 2021 is [1] R3 640,24. [2] R3 643,09. [3] R3 637,88. [4] R3 649,06. [5] none of the aboveMiss Evilla borrowed money from a bank. She receives from the bank P1,340.00 and promised to pay P1,500.00 at the end of 9 months. Determine the corresponding discount rate or often referred to as the “banker’s discount”?Maya borrowed $700 from a lender that charged simple interest at an annual rate of 6%. When Maya paid off the loan, she paid $126 in interest. How long was the loan for, in years? If necessary, refer to the list of financial formulas.
- Belinda purchased a 120-day $200,000 bank bill (at a simple interest rate) on 14 March 2022. The purchase price was $197,000. She sold this bank bill on 22 April 2022. (b) Assume that Belinda sold this bank bill at a price of $197,800 and deposited all sale proceeds into an account to earn a simple interest rate of 3.41% p.a. up to the maturity date of the above bank bill. What is the annualised (simple interest) yield for this 120-day investment? a. 0.03801 O b. 0.03575 c. 0.03546 O d. 0.03518Dave borrowed $1,300 on January 1, 2022. The bank charged him a $5.00 service charge, and interest was $78.20. If Dave paid the $1,300 in 12 equal monthly payments, what was the APR?Your brother borrowed from your neighbor ₱7,000 to buy a new mobile phone. The neighbor charged 11% for the borrowed amount payable after three years. Requirement: Compute the annual interest, total interest, and amount to be received or paid at the end of the term for this scenario using a simple interest assumption and compound interest assumption.