On October 5, Tristan Sandino borrowed $3,050 to buy an English bulldog. The loan carried a rate of 4% and Tristan agreed to pay a maximum of $105 in interest. What is the maturity date of this loan? Assume a 365-day year. Express your answer as month and day. (Example: June 8)

On October 5, Tristan Sandino borrowed $3,050 to buy an English bulldog. The loan carried a rate of 4% and Tristan agreed to pay a maximum of $105 in interest. What is the maturity date of this loan? Assume a 365-day year. Express your answer as month and day. (Example: June 8)

Essentials Of Investments

11th Edition

ISBN:9781260013924

Author:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Publisher:Bodie, Zvi, Kane, Alex, MARCUS, Alan J.

Chapter1: Investments: Background And Issues

Section: Chapter Questions

Problem 1PS

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James lends Henry 500,000. He must repay the loan with 192 end of month payments with the nominal rate of interest being 4.8% convertible monthly. The first years payments are X, and each successive years payments are 10% greater than the year before. The origination date of the loan is January 1 2014. (a) Find the total interest paid. (b) Find the total interest paid for the month of January. (c) Find the proportion of interest paid for the month of January.
On January 1, Yumati Electric borrows $700,000 at an interest rate of 6% today and will repay this amount by making 14 semiannual payments beginning May 31. What is the approximate amount of each payments that Yumati will need to make? (Use spreadsheet software or a financial calculator to calculate your answer. Do not round any intermediary calculations, and round your final answer to the nearest dollar.)
On October 5, Tristan Sandino borrowed $3,050 to buy an English bulldog. The loan carried a rate of 4% and Tristan agreed to pay a maximum of $105 in interest. What is the maturity date of this loan? Assume a 365-day year. Express your answer as month and day.
When enrolling at the University, he signed a bill of exchange for an amount of ¢180,000.00 with a term of 90 days. The current interest charged is 5% per year and the default interest is 3% per month, you are planning your finances and you cannot cancel on the due date, so you must cancel with a delay of 25 days, it is requested: a) Calculate the amount of current interest b) Calculate the amount of default interest d) What annual effective interest rate (TEA) will you end up paying?
On September 12, Jody Jansen went to Sunshine Bank to borrow $4,200 at 8% interest. Jody plans to repay the loan on January 27. Assume the loan is on ordinary interest. (Use Days in a year table) a. What interest will Jody owe on January 27? (Do not round intermediate calculations. Round your answer to the nearest cent.) Interest b. What is the total amount Jody must repay at maturity? (Do not round intermediate calculations. Round your answer to the nearest cent.) Maturity value
Ben borrows a loan of $6,000 at 11% per annum on March 10. He plans to pay it different smaller amounts when he has some cash available. He manages to pay $2,500 on June 30th, and another $,2000 on September 5th. If Raymond pays the balance on November 15, how much will be his final payment. Note: from March 10 to June 30=112 days (March=31-10+1=22 + Apr=30 + May=31 + June=29 = 112 days
Julius takes out a loan of $8500 at 9.5% simple interest for three months. What is the maturity value of the loan?
On September 12, Jody Jansen went to Sunshine Bank to borrow $2,300 at 9% interest. Jody plans to repay the loan on January 27, Assume the loan is on ordinary interest. (Use Days in a year table) a. What interest will Jody owe on January 27? Note: Do not round intermediate calculations. Round your answer to the nearest cent. Interest b. What is the total amount Jody must repay at maturity? Note: Do not round intermediate calculations. Round your answer to the nearest cent. Maturity value
Jennifer has a 60-month fixed installment loan, with a monthly payment of $223.04. The amount she borrowed was $11,000.00 at 8.0% APR. A split second after making her 36th payment, Jennifer decided to pay off the remaining balance on the loan. What is the total amount due to pay off the balance? Use the actuarial method. If you use the Finance Charge Table 11.2, page 632, and the "unearned interest formula", page 635, in your textbook to solve this problem, the result will match exactly with one of the answers. If you use a spreadsheet to do the computation, your result will not match exactly with any of the answers, but it will differ only very little (mostly less than $1) from the "correct" answer. $4,788.06 $4,897.69 $4,931.79 $5,063.35
On April 5, 2022, Janeen Camoct took out an 8.75% loan for $25,000. The loan is due March 9, 2023. Janeen's terms are ordinary interest. Sabrina Bowers took out the same loan as Janeen. Sabrina's terms, however, are exact interest. (Ignore leap year.) (Use Days in a year table.) a. What is Sabrina's difference in interest? Note: Do not round intermediate calculations. Round your answer to the nearest cent. Difference b. What will she pay on March 9, 2023? Note: Do not round intermediate calculations. Round your answer to the nearest cent. Amount
On September 1, the home mortgage balance was $262,000 for the home owned by Kim Thompson. The interest rate for the loan is 8 percent. Assuming that Kim makes the September monthly mortgage payment of $2620 , calculate the following: (a) The amount of interest included in the September payment (round your answer to the nearest cent). (b) The amount of the monthly mortgage payment that will be used to reduce the principal balance. (c) The new balance after Kim makes this monthly mortgage payment.
On April 16, Anthony borrowed$1279 to buy a new laptop. The loan had a simple interest rate of 3.8% and was for 225 days. Anthony made a partial paymentof$700 on July 19. How much will Anthonyowe on the date of maturity of the loan?

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