=H20+7*NPER(0,H15,H10)*-1

Weekly

Total Due

$745.00


Weekly Payment

$34.00


Begin Date

7/11/05


End Date



I'm looking for this formula to always end on the same day (mon,tue, etc.)
as it began. For example 7/11 is a Monday and I need it to end on a Monday
in the future. If I were to run the formula now, it would end on 12/11 a
Tuesday. Is there a way to have it end on a Monday even though it will be a
partial payment?

One way:

=H20+7*CEILING(NPER(0,H15,H10)*-1,1)

but if your interest rate is always zero, this is more efficient:


=CEILING(H10/H15,1)*7+H20

In article ,
"kevrgallagher" wrote:

=H20+7*NPER(0,H15,H10)*-1

Weekly

Total Due

$745.00


Weekly Payment

$34.00


Begin Date

7/11/05


End Date



I'm looking for this formula to always end on the same day (mon,tue, etc.)
as it began. For example 7/11 is a Monday and I need it to end on a Monday
in the future. If I were to run the formula now, it would end on 12/11 a
Tuesday. Is there a way to have it end on a Monday even though it will be a
partial payment?

JE

that almost gets me where I want to go...the formula works correctly but
does not take in to account the begin date as the start date...so essentially
I'm 1 week ahead. Any suggestions on how to correct that. I must say I
would have never thought of the ceiling formula...much appreciated!

"JE McGimpsey" wrote:

One way:

=H20+7*CEILING(NPER(0,H15,H10)*-1,1)

but if your interest rate is always zero, this is more efficient:


=CEILING(H10/H15,1)*7+H20

In article ,
"kevrgallagher" wrote:

=H20+7*NPER(0,H15,H10)*-1

Weekly

Total Due

$745.00


Weekly Payment

$34.00


Begin Date

7/11/05


End Date



I'm looking for this formula to always end on the same day (mon,tue, etc.)
as it began. For example 7/11 is a Monday and I need it to end on a Monday
in the future. If I were to run the formula now, it would end on 12/11 a
Tuesday. Is there a way to have it end on a Monday even though it will be a
partial payment?

One way:

=((CEILING(H10/H15,1)-1)*7+H20


In article ,
"kevrgallagher" wrote:

that almost gets me where I want to go...the formula works correctly but
does not take in to account the begin date as the start date...so essentially
I'm 1 week ahead. Any suggestions on how to correct that. I must say I
would have never thought of the ceiling formula...much appreciated!

"JE McGimpsey" wrote:

One way:

=H20+7*CEILING(NPER(0,H15,H10)*-1,1)

but if your interest rate is always zero, this is more efficient:


=CEILING(H10/H15,1)*7+H20

thanks JE...that answered all of my questions!

"JE McGimpsey" wrote:

One way:

=((CEILING(H10/H15,1)-1)*7+H20


In article ,
"kevrgallagher" wrote:

that almost gets me where I want to go...the formula works correctly but
does not take in to account the begin date as the start date...so essentially
I'm 1 week ahead. Any suggestions on how to correct that. I must say I
would have never thought of the ceiling formula...much appreciated!

"JE McGimpsey" wrote:

One way:

=H20+7*CEILING(NPER(0,H15,H10)*-1,1)

but if your interest rate is always zero, this is more efficient:


=CEILING(H10/H15,1)*7+H20