Difference between revisions of "Manuals/calci/accrintm"

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-'''ACCCRINTM'''(I, Settle,R,Par,basis)
-<math>I</math> - Security's issue date
-<math>Settle</math>- Security's settlement date should  be after issue date.
-<math>R</math>- Security annual coupon rate.
-<math>Par</math>- Security par value and
-<math>basis></math>- Type of day count basis.
-This function returns the accumulated interest for a security that pays interest at maturity.
-Issue, Basis, Settlement be integers.
-ACCRINTM shows the error value when  R less-than or equal to 0 or if Par less-than or equal to 0, basis&lt;0 or basis&gt;4 and I date greathearted or equal to settle date,
-'''Formula''':-
-ACCRINTM=Par χ Rate χ(M /D)
-where,
-'''M''' - number of days counted from issue date to matuarity date.
-'''D''' - Annual Year Basis.
-ACCRINTM
-Lets see an example in (Column2,Row2)
-=ACCRINTM(B2,B3,B4,B5,B6)
-where
-B2=3/1/2008
-B3=8/15/2008
-B4=12%
-B5=1000
-B6=3
-ACCRINTM returns 54.6667.
-{| id="TABLE3" class="SpreadSheet blue"
-|- class="even"
-| class=" " |
-| Column1
-| class="   " | Column2
-| Column3
-| Column4
-|- class="odd"
-| class=" " | Row1
-| class="sshl_f" | 3/1/2008
-| class="sshl_f" |
-| class="                                                             " |
-|
-|- class="even"
-| class="  " | Row2
-| class="sshl_f" | 8/15/2008
-| class="sshl_f" | 54.666667
-|
-|
-|- class="odd"
-| Row3
-| class="sshl_f " | 12%
-| class="                                                                               sshl_f sshl_t ChangeBGColor" |
-|
-|
-|- class="even"
-| Row4
-| class="  " | 1000
-| class="sshl_t" |
-|
-|
-|- class="odd"
-| class=" " | Row5
-| class=" " | 3
-| class="sshl_t" |
-|
-|
-|- class="even"
-| Row6
-| class="sshl_f" |
-| class="sshl_t" |
-|
-| class="sshl_f " |
-|}
-<div align="left"></div>''''''</div>
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Difference between revisions of "Manuals/calci/accrintm"

Latest revision as of 15:16, 19 August 2016

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