Hi Santosh,

Assuming the value you have labeled ROI and I is really just ROI (remember,
your graphic indicates that i=ROI/400), you can replicate the formula in
your graphic like this:

=(I4*((1+I6/400)*I5-1))/(1-(1+I6/400)-1/3)

 

The result is -31751.  Surely not what you hoped.

 

I think the problem is twofold.  One:  the formula in the graphic is
incorrect.  Two: Your desired value of 12259 is not the solution for even
the correct formula.  Possibly you chose the wrong formula altogether for
replicating a real financial value?

 

The formula in your graphic looks like it is intended to calculate the
maturity value for recurring deposits that are compounded quarterly with
monthly deposits.

 

The formula you show, reformatted a little for Excel notation, is:

M=(R*((1+i)*n-1))/(1-(1+i)-1/3)

where M= Maturity value, R=Monthly installment, n=Number of quarters, i=Rate
of interest/400.

 

The correct formula, however, is slightly different.  The error was in the
repesentation of exponents in your graphic.  This is correct:

M=(R*((1+i)^n-1))/(1-(1+i)^(-1/3))

 

This formula, in your worksheet, translates to:

=(I4*((1+I6/400)^I5-1))/(1-(1+I6/400)^(-1/3))

which results in 41048.

 

Your desired value of 12259 just doesn't make sense.  Interest aside -- if
you put 1000 a month in a savings account for 12 quarters (3 years), you
will have deposited 36000.  If the bank only offers you a balance of 12000+,
complain!!!

 

Asa

 

From: excel-macros@googlegroups.com [mailto:excel-macros@googlegroups.com]
On Behalf Of santosh subudhi
Sent: Tuesday, December 27, 2011 2:03 AM
To: excel-macros@googlegroups.com
Subject: $$Excel-Macros$$ Formula correction needed for Recurring deposit

 

Hi Group,

 

Please look into the formula and do the necessary correction.

 

This is for RD calculation


 

-- 
Regards
Santosh 
santoshkumar.subu...@gmail.com

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