MicroStrategy ONE
Accrued interest at maturity
Accrued interest is interest that has accumulated over a period of time, but has not yet been paid. This function returns the accrued interest amount on a security that pays periodic interest at maturity.
Syntax
Accrintm <Par = 1000, Basis> (
Issue
,
Maturity
,
Rate
)
Where:
Issue
is the issue date.
Maturity
is the maturity date. This is the date on which the coupon expires.
Rate
is the annual coupon rate.
Par
is a constant that indicates the par value. The default, and only valid, value is 1000.
Basis
is a parameter that indicates the time-count basis to be used. The default value for Basis
is 0, which is typically used by American agencies and assumes 30-day months and 360-day years (30/360). Possible values for this parameter are listed in the following table.
Basis value | Application |
0 (30/360) |
Assumes 30 days in each month, 360 days in each year. |
1 (actual/actual) |
Assumes actual number of days in each month, actual number of days in each year. |
2 (actual/360) |
Assumes actual number of days in each month, 360 days in each year. |
3 (actual/365) |
Assumes actual number of days in each month, 365 days in each year. |
4 (30/360) |
Used by European agencies, assumes the same values as “0” for American institutions. |
Expression
Where:
A
is the accrued time (for interest-at-maturity items, the value used is the number of days from issue to maturity)
D
is the annual-yield basis
Usage Notes
If Issue or Maturity is not an integer, it is truncated.
The engine returns an empty cell if
- Issue or Maturity is not a valid date
- Rate £ 0
- Par ¹ 1000
- The Issue date and the Maturity date should be included within single quotations in the expression for the expression to be considered as a valid expression.
Example
This example displays the expression built using the Accrintm function for a note with the following terms:
- March 22, 2001, issue date
- June 20, 2003, maturity date
- 10.0 percent coupon
- $1,000 par value
- Frequency is semiannual
- Basis is Actual/365
The accrued interest at maturity is defined as:
Accrintm <Par=1000, Basis=3> (‘3/22/2001’,’6/20/2001’,0.1){~+}