Homework Answers
Formula used as per question is
Interest = Principal x Rate x Terms - days/360
| Principal | Rate | Terms days | Interest | Calculation | |
| 5,400 | 6.00% | 30 | 27.00 | =5,400*6%*30/360 | |
| 1,000 | 7.50% | 60 | 12.50 | =1,000*7.5%*60/360 | |
| 3,700 | 8.00% | 120 | 98.67 | =3,700*8%*120/360 | |
| 950 | 6.80% | 95 | 17.05 | =950*6.8%*95/360 | |
| 1,250 | 7.25% | 102 | 25.68 | =1,250*7.25%*102/360 | |
| 2,100 | 7.00% | 90 | 36.75 | =2,100*7%*90/360 |
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Calculating Interest Using 360 days as the denominator, calculate interest for the following notes using the...
thank you a lot Calculate interest using a 360-day year. If required, round your answers to...
thank you a lot
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thank you a lot
Calculate interest using a 360-day year. If required, round your answers to the nearest cent. Principal Interest Rate Time Interest $2,700 9.6% 30 days $ 3,000 8.0% 45 days $ 3,300 6.0% 80 days $ ll 3,800 10.5% $ $ $ 120 days 5,300 12.0% 150 days
Compute interest and find the maturity date for the following notes. (Use 360 days for calculation.) Date of Note Interest Rate (%) Principal Terms Interest Maturity Date a. June 10 $43,200 10% 60 days $ b. July 14 $36,000 11% 90 days $ C. April 27 $18,000 12% 75 days $ $ e Textbook and Media
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4. A French wine maker is considering a currency swap that will call for the firm to pay dollars and receive Euros. The dollar notional principal will be $100 million. The swap calls for semiannual payments with a 180/360 adjustment. The current exchange rate is $1.60/ The term structure of the dollar and Euro LIBOR on the day of swap initiation is as follows # of days until payment | Dollar LIBOR ( Euro LIBOR 180 360 540 720 7.00...
Computing Accrued Interest Compute the interest accrued on each of the following notes receivable held by Gallow, Inc., on December 31: (Use 360 days for interest calculation. Round to the nearest dollar.) Date of Maker Note Barton December 14 Lawson December 13 Riley December 19 Interest Principal Rate Term $8,000 8% 120 days 26,000 9% 90 days 12,000 11% 60 days $ Barton Lawson 213 X 585 x 0 x Riley
Using Excel to calculate the following: 1. The future value of $3 invested every day, 360 days per year, for 50 years at 8% interest. Hint: Interest is compounding daily. 2. The future value of $1,080 ($3 x 360) invested annually for 50 years at 8% interest. 3. The payment for a mortgage with a principal amount of $150,000, an interest rate of 5%, fully amortized over 30 years. 4. The price today of 15 year bond that has a...
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