Ideally if I should be able to see in a different column which two or three 
numbers to combine to maximize the output. Result should show me which 
numbers I need to pair to get anything in between 0 to 1200.
 A   B
870 1
321 1
354 2
836 2
355 3
835 3
345 4
412 4
428 4
896 5
280 5
341 6
380 6
406 6
995 7
960 8
253 9
320 9
Thank you once again

On Thursday, October 22, 2015 at 10:54:59 PM UTC+11, Paul Schreiner wrote:
>
> What kind of solution are you looking for?
> You said you're new to Excel, so does that mean you're not comfortable 
> working with VBA macro programming?
>
> You said you're doing it "manually".
> How?
> what steps do you go through?
> What do you want the end result to look like?
>
>
> *Paul*
> -----------------------------------------
>
>
>
>
>
>
>
> *“Do all the good you can,By all the means you can,In all the ways you 
> can,In all the places you can,At all the times you can,To all the people 
> you can,As long as ever you can.” - John Wesley*
> -----------------------------------------
>
> ------------------------------
> *From:* srav anthi <jallipalli...@gmail.com <javascript:>>
> *To:* MS EXCEL AND VBA MACROS <excel-...@googlegroups.com <javascript:>> 
> *Sent:* Thursday, October 22, 2015 3:39 AM
> *Subject:* $$Excel-Macros$$ Finding maximum combinations
>
> Hi every one I am new to this form and new to excel as well...
> I need some help hopping some one can help me out
> If a column lets say "A" has numbers ranging from 200 to 1200 I want to 
> find out if any two or three combinations of numbers can find sum of 1200 
> or under... this is to maximize the sheet which is 1200 lets say if I have 
> numbers like
> 253256262265272280285290290300300302320321324325325325330340341345347352
> 354355363370375375380385396406412420426428431431438440443450450454455455
> 468470479484490490490490493506506518540558567569572591599599600600600600
> 600600600601615615620621621625635638651652665667677687687694700710713716
> 721722727742750750750750756777780780800810811813822822825835835836838848
> 850850850850850850850850850850850850870870876880888888892896900915930938
> 950950951957960960960961964971975995100010101010101010101010101010121021
> 104010481065106910821085108510991104111011161140114011531159116311761179
> 120012001200
> I need to find as much as higher number as possible as off now I am doing 
> manually any help is greatly appreciated thank you 
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