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Both calculations charge you interest on the actual days in a month, but on the 30/365 loan your monthly payment is increased by the extra 5 (or 6) days of interest. On an actual/360 loan the monthly payments are the same as on a 30/360 loan, but the amortization schedule is adjusted to account for the difference in interest.
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Do you remember when we invested $3m at 4% for the same period, we got a bigger number for our interest, of $30,000? This difference results from short-term using a 365-day conventional year to calculate interest, compared with 360 days for US dollars. These quoting conventions are sometimes known as ACT/365 fixed and ACT/360, respectively.
Traditionally, there are two common methods used for calculating interest: (i) the 365/365 method (or stated rate method) which utilizes a 365-day year; and (ii) the 360/365 method (or Bank Method) which utilizes a 360-day year and charges interest for the actual number of days the loan is outstanding.
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Banks most commonly use the 365/360 calculation method for commercial loans to standardize the daily interest rates based on a 30-day month. 1 To calculate the interest payment under the 365/360 method, banks multiply the stated interest rate by 365, then divide by 360. However, due to the numerator and denominator not matching, the 365/360.
The Actual/360 method calls for the borrower for the actual number of days in a month. This effectively means that the borrower is paying interest for 5 or 6 additional days a year as compared to the 30/360 day count convention. Spreads and rates on Actual/360 transactions are typically lower, e.g., 9 basis points.
The floating-rate leg of most interest rate swaps uses some variation of an actual day count versus either a 360 or 365-day year. The markets that use 30/360 for the fixed-rate leg, which include.
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