The DAYS360 function calculates days using 30 days for each month.

When using a 365-day daily interest rate computation, the interest rate is divided by 365 and multiplied by the principal for each day you calculate interest. When using a 360-day year method, the interest rate is divided by 360 and multiplied by the principal for each day outstanding. Effectively, this charges five more days of interest per year. The 360-day year method is disadvantageous for a borrower due to the higher cost.

Using a 6.5% $100,000 30-year mortgage as an example, a buyer would pay $129,361 in interest over the life of the loan using the 360-day method instead of paying $127,224. Accordingly, using the 360-day method creates $2,137 more interest expense.

Google Sheets’ DAYS360 function does part of the work for you as it returns the number of days in a period by counting each month as 30 days, no matter how many days are in it. See example 3 below to see the nuances behind this.

Contents

## Video Explanation

## Purpose

The DAYS360 function calculates the difference between two dates using the 360-day year often specified in financial contracts.

## Syntax

`=DAYS360(start date,end date,[method])`

`start date`

– The beginning date for the period of the calculation. Remember how dates and times work in Google Sheets when entering this value.`end date`

– The ending date for the period of the calculation. Remember how dates and times work in Google Sheets when entering this value.`[method]`

– OPTIONAL. US method = 1, European Method = 2. The European method changes the day of the`start date`

or`end date`

to 30 if it is the 31st.

## Examples

### Example 1 – Days in a Year

These are the same dates, with the difference calculated by two different formulas. The first is simple subtraction, and the second is the DAYS360 formula.

A | B | |

1 | Start date | End date |

2 | 1/1/1960 | 12/31/1960 |

Formula | Description | Result |

`=B2-A2` | Regular number of calendar days between two dates | 365 |

`=DAYS360(A2,B2)` | Number of days between two days using the 360-day method | 360 |

### Example 2 – Effect on Interest Amounts

Following is a comparison of the amount of interest charged on a one-year loan using a 360-day year versus a 365-day year.

A | B | Formulas in B | |

1 | Start date | End date | |

2 | 1/1/1960 | 12/31/1960 | |

3 | Principal | $100,000 | |

4 | Interest rate | 6.5% | |

5 | Number of years | 1 | |

6 | Interest expense 365 method | $6,500.00 | `=B3*B4` |

7 | Interest expense 360 method | $6,590.28 | `=B3*((B4/(DAYS360(A2,B2))*365))` |

8 | $ Difference | $90.28 | `=B7-B6` |

9 | % Difference | 1.39% | `=B8/B6` |

### Example 3 – Four Full-Year Examples

This example is on the second and third worksheets of the live Google Sheet. The second worksheet shows 365 examples of the function using December 31st as the start date and December 31st of the following year as the end date. It then shows the difference between the DAYS360 function and subtracts the two dates. On the same worksheet is the DAYS360 function using the non-US variant.

The following worksheet shows 365 examples of the function using *January 1st* as the start date and going through December 31st as the end date. It also shows the difference between the DAYS360 function, subtracts the two dates, and then compares it to the non-US variant. Interestingly, starting on January 1st is the only example of the two that shows a difference between the international and US methods.

### Live Examples in Sheets

Go to this spreadsheet for the examples of the DAYS360 function shown above that you can study and use anywhere you would like.

## Related Tutorials

See the impact of the 360-day method on 30-year loan interest charges.