On July 15, when the prime rate was set at 4.25%, Canadian Footwear took out an operating loan from CIBC for $9,000.00 at prime plus 1.75%. The terms of the loan require a fixed payment of $1,690.00 on the 15th of every month until the loan is repaid. The prime rate climbed by 0.25% on September 21. Complete the repayment schedule below by filling in the appropriate interest rates. Date Jul 15 Aug 15 Sep 15 Sep 21 Oct 15 Nov 15 WEB Dec 15 Jan 15 Balance before Transaction $9,000.00 $7,355.86 $5,703.34 $5,703,34 $4,042.41 $2,373.87 $696.06 Annual Interest Rate * * * * * * * % 31/365 31/365 % 6/365 19% Number Interest Accrued of Days Charged Interest % % 24/365 % Payment (+) or Advance (-) $45.86 $45.86 $1,690.00 $1,644,14 $37.48 $37.48 $1,690.00 $1,652.52 $5.63 $5.63 $0.00 $0.00 $29.07 $1,690.00 $1,660.93 $23.44 31/365 $21.46 $21.46 $1,690.00 $1,668.54 30/365 $12.19 $12.19 $1,690.00 $1,677.81 $3.69 31/365 $3.69 $699.75 $696.06 Principal Amount Balance after Transaction $9,000.00 $7,355.86 $5,703.34 $5,703.34 $4,042.41 $2,373.87 $696.06 $0.00

On July 15, when the prime rate was set at 4.25%, Canadian Footwear took out an operating loan from CIBC for $9,000.00 at prime plus 1.75%. The terms of the loan require a fixed payment of $1,690.00 on the 15th of every month until the loan is repaid. The prime rate climbed by 0.25% on September 21. Complete the repayment schedule below by filling in the appropriate interest rates. Date Jul 15 Aug 15 Sep 15 Sep 21 Oct 15 Nov 15 WEB Dec 15 Jan 15 Balance before Transaction $9,000.00 $7,355.86 $5,703.34 $5,703,34 $4,042.41 $2,373.87 $696.06 Annual Interest Rate * * * * * * * % 31/365 31/365 % 6/365 19% Number Interest Accrued of Days Charged Interest % % 24/365 % Payment (+) or Advance (-) $45.86 $45.86 $1,690.00 $1,644,14 $37.48 $37.48 $1,690.00 $1,652.52 $5.63 $5.63 $0.00 $0.00 $29.07 $1,690.00 $1,660.93 $23.44 31/365 $21.46 $21.46 $1,690.00 $1,668.54 30/365 $12.19 $12.19 $1,690.00 $1,677.81 $3.69 31/365 $3.69 $699.75 $696.06 Principal Amount Balance after Transaction $9,000.00 $7,355.86 $5,703.34 $5,703.34 $4,042.41 $2,373.87 $696.06 $0.00

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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A $7,650.00 demand loan was taken out on March 4 at a fixed interest rate of 7.7% with fixed monthly payments of $1,200.00. The first monthly payment is due April 4 and the 4th of every month thereafter. Prepare a full repayment schedule for the loan. (Round all monetary values to the nearest penny.) (Use a minus sign before the dollar sign to denote a negative monetary value. For example, "-$149.63".) (Give all "Number of Days" quantities as fractions with denominator 365.) Date Balance before Transaction Annual Interest Rate Number Interest Accrued of Days Charged Interest Payment (+) or Advance (-) Principal Balance after Amount Transaction Mar 4 $7,650.00 Apr 4 7.7% May 4 7.7% Jun 4 7.7% Jul 4 7.7% Aug 4 7.7% Sep 4 7.7% Oct 4 7.7%
Just as a heads up in the question it mentions ordinary interest, ordinary interest is 360 days instead of the full 365 days a year
A loan of $1420 taken out on June 7 requires three payments. The first payment is due on July 7. The second payment is twice as large as the first payment and is due on August 19. The final payment, due on November 2, is three times as large as the first payment. If the focal date is June 7, what is the size of each of the three payments at an interest rate of 4.9%? The first payment is $ the second payment is $, and the third payment is $ (Round the final answers to the nearest cent as needed. Round all intermediate values to sx decimal places as needed)
Finance charges on a payday loan may not exceed 16.7% of the amount advanced. Find the annual interest rate if $300 is borrowed for 10 days at the maximum allowable charge. The annual interest rate is ___ % (round to the nearest percent) Show all work and explanations.
The interest rate on a $15,300 loan is 9.7% compounded semiannually. Semiannual payments will pay off the loan in nine years. (Do not round intermediate calculations. Round the PMT and final answers to 2 decimal places.) a. Calculate the interest component of Payment 12. $ b. Calculate the principal component of Payment 5. Principal c. Calculate the interest paid in Year 8. Interest paid d. How much do Payments 5 to 8 inclusive reduce the principal balance? Principal reduction Interest
Loans Scotiabank approved a $230,000.00 line of credit for Buhler Industries at prime + 1%. It requires only the repayment of accrued interest on the 24th of each month, which is automatically deducted from the checking account of Buhler Industries. Buhler took out an advance on December 6 for $160,000.00 and made a payment of $130,000.00 on January 16. The prime rate was 5.25% initially and increased to 6.5% on January 7. Complete the repayment schedule below by filling in the payment and principal amounts. Date Balance Annual before Interest Transaction Rate Number Interest of Days Charged Accrued Interest Payment (+) or Advance (-) Principal Balance after Amount Transaction Dec 6 Dec 24 $160,000.00 $160,000.00 6.25% 18/365 $493.15 $493.15 $160,000.00 Jan 7 6.25% $160,000.00 14/365 $383.56 $383.56 $160,000.00 Jan 16 $160,000.00 7.5% 9/365 $295.89 $679.45 $30,000.00 Jan 24 $30,000.00 7.5% 8/365 $49.32 $728.77 $30,000.00 You can earn partial credit on this problem.
A loan of 814, 000 is to be repaid in 20 years by month - end repayments starting in one month. The interest rate is 8.3% p.a. compounded monthly. Calculate the principal paid in Year 6. (between the end of month 60 and the end of month 72). Correct your answer to the nearest cent without any units. (Do not use "$" or ","in your answer. e.g. 12345.67) (Hint: you can use Excel to find the answer.)
Cray Computing needs a 6-month loan for $300,000. Its bank quotes a simple interest rate of 11% on the loan. a.) What is the annual percentage rate (APR) if there is a compensating balance requirement of 30% of the loan amount? b.) What is the effective annual rate (EAR) if there is a compensating balance requirement of 30% of the loan amount?
Scotiabank approved a $250,000.00 line of credit for Buhler Industries at prime + 1%. It requires only the repayment of accrued interest on the 24th of each month, which is automatically deducted from the checking account of Buhler Industries. Buhler took out an advance on December 18 for $195,000.00 and made a payment of $160,000.00 on January 16. The prime rate was 6.25% initially and increased to 7.25% on January 5. Complete the repayment schedule below by filling in the payment and principal amounts. Date Balance Annual before Interest Transaction Rate Number of Days Interest Accrued Charged Interest Payment (+) or Advance Principal Amount Balance after Transaction (-) Dec 18 $195,000.00 Dec 24 $195,000.00 7.25% 6/365 $232.40 $232.40 $195,000.00 Jan 5 $195,000.00 7.25% 12/365 $464.79 $464.79 $195,000.00 Jan 16 $195,000.00 8.25% 11/365 $484.83 $949.62 $35,000.00 Jan 24 $35,000.00 8.25% 8/365 $63.29 $1,012.91 $35,000.00

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