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mathteacher@highschool

Using FV(nper)
 
I'm wanting to get a future value, but can't find a complete explanation of
nper. I'm wanting to set up a 12 month future value but with bi-monthly
payments. Would this be accomplished by FV(rate = rate/12, nper = 26) I don't
want FV() to calculate 2 years and 2 months of interest. Thanks.
--
mathteacher@highschool

JMB

Using FV(nper)
 
I think you are looking for:
FV(rate = rate/26, nper = 26)

where rate is expressed as an annual rate.

"mathteacher@highschool" wrote:

I'm wanting to get a future value, but can't find a complete explanation of
nper. I'm wanting to set up a 12 month future value but with bi-monthly
payments. Would this be accomplished by FV(rate = rate/12, nper = 26) I don't
want FV() to calculate 2 years and 2 months of interest. Thanks.
--
mathteacher@highschool


joeu2004

Using FV(nper)
 
On Jan 28, 3:07 pm, mathteacher@highschool
wrote:
I'm wanting to get a future value, but can't find a complete explanation of
nper. I'm wanting to set up a 12 month future value but with bi-monthly
payments. Would this be accomplished by FV(rate = rate/12, nper = 26)
I don't want FV() to calculate 2 years and 2 months of interest.


I think you mean biweekly (every two weeks -- 26 periods in a year),
not bimonthly (every two months -- 6 periods in a year).

"nper" is simply the number of periods over which amortize the present
value. The nominal annual rate is divided by the number of periods
per year -- which may or may not be "nper".

For a biweekly period, the rate is divided by 26 because there are 26
such periods in a year. If you want to amortize over just a year,
then "nper" would also be 26. But you might want to amortize over 2
years with biweekly periods. In that case, "nper" would 52 (2*26).


Bernard Liengme

Using FV(nper)
 
A quote from http://www.askoxford.com/asktheexper...ords/bimonthly
Does bimonthly mean 'twice a month' or 'every two months'?
I'm afraid it means both! But in the publishing industry, it is used fairly
consistently to mean 'every two months'. The same ambiguity affects biweekly
and biyearly. If you want to be absolutely clear, use a phrase such as
'twice a week' or 'every two years'
best wishes
--
Bernard V Liengme
www.stfx.ca/people/bliengme
remove caps from email


"joeu2004" wrote in message
oups.com...
On Jan 28, 3:07 pm, mathteacher@highschool
wrote:
I'm wanting to get a future value, but can't find a complete explanation
of
nper. I'm wanting to set up a 12 month future value but with bi-monthly
payments. Would this be accomplished by FV(rate = rate/12, nper = 26)
I don't want FV() to calculate 2 years and 2 months of interest.


I think you mean biweekly (every two weeks -- 26 periods in a year),
not bimonthly (every two months -- 6 periods in a year).

"nper" is simply the number of periods over which amortize the present
value. The nominal annual rate is divided by the number of periods
per year -- which may or may not be "nper".

For a biweekly period, the rate is divided by 26 because there are 26
such periods in a year. If you want to amortize over just a year,
then "nper" would also be 26. But you might want to amortize over 2
years with biweekly periods. In that case, "nper" would 52 (2*26).




joeu2004

Using FV(nper)
 
Bernard Liengme wrote:
A quote from http://www.askoxford.com/asktheexper...ords/bimonthly
Does bimonthly mean 'twice a month' or 'every two months'?
I'm afraid it means both! But in the publishing industry, it is used fairly
consistently to mean 'every two months'.


..... Which is what I said, I believe. That definition fails to
indicate who uses to mean "twice a month", and how prevalent that
(mis)usage is. Google "define: bimonthly" for some insight.

In any case, even "twice a month" does not match what the OP is
interested in, since "twice a month" would result in dividing the rate
by 24, not 26. So clearly, the OP did not mean "bimonthly", by any
definition.

The same ambiguity affects biweekly and biyearly.
If you want to be absolutely clear, use a phrase such as
'twice a week' or 'every two years'


Agreed.



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