Reeves Incorporated is issuing a note payable to four individuals for $5,000 each. Which individual will end up paying the MOST in interest, assuming all individuals pay in full on the maturity date?
A :
Individual 4 has an annual interest rate of 3.8% and a maturity date of six months.
B :
Individual 1 has an annual interest rate of 3.5% and a maturity date of 60 days.
C :
Individual 2 has an annual interest rate of 4.75% and a maturity date of three months.
D :
Individual 3 has an annual interest rate of 4.05% and a maturity date of one year.
We need to compute the interest component for each of the individual . | ||||||||
Formual for computing interest = Amount *annual interest rate * number of days / 360 | ||||||||
i | ii | iii | iv=i*ii*iii/360 | |||||
Amt | Rate | Number of days (using 360 days in a year | Interest | |||||
A | 5000 | 3.80% | 180 | 95.00 | ||||
B | 5000 | 3.50% | 60 | 29.17 | ||||
C | 5000 | 4.75% | 90 | 59.38 | ||||
D | 5000 | 4.05% | 360 | 202.50 | ||||
Since most interest is paid is 202.50 correct answer is option D |
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