Terry,
I don't know of a formula that will do it but this macro. Right click the
sheet tab, view code and paste this in.
Put your numbers in column A start ing in A1 and run the code. The
combinations will be output to column B.
Sub combinations()
last = Cells(Rows.Count, "A").End(xlUp).Row
For I = 1 To last - 2
For J = I + 1 To last - 1
For K = J + 1 To last
Cells(L + 1, 2) = Cells(I, 1) & Cells(J, 1) & Cells(K, 1)
L = L + 1
Next
Next
Next
End Sub
Mike
> I am looking for some assistance to achieve the following which I
> would prefer if possible to be able to carry out by using formula
[quoted text clipped - 26 lines]
>
> Terry.
Terry - 11 Feb 2008 14:07 GMT
Mike & Max
Thank you both very much for your help and your fast
responses. I have decided to use the option supplied by Max as it will
be easier for me to use as my ability with Excel is quite limited.
This does not of course detract from my gratitude to you both for your
efforts.
Regards,
Terry.
Max - 11 Feb 2008 23:25 GMT
Welcome, nice of you to post back here.

Signature
Max
Singapore
http://savefile.com/projects/236895
xdemechanik
---
> Mike & Max
>
[quoted text clipped - 7 lines]
>
> Terry.
Another play is to use Myrna Larson's power subroutine
to generate the combinations ..
Take away this implemented sample from my archives:
http://www.savefile.com/files/518493
MyrnaLarson_Combination_Permutation.xls
(full details inside, ready to run
In the sample file,
In Sheet1,
1. Enter the letter C or P in A1 (C = combinations, P = permutations), ie
enter: C
2. Enter the number of items involved per combo in A2, ie enter: 3
3. Enter/List the 6 items in A3 down, ie list in A3:A8 :1, 2, ... 6
4. Select A1 (this cell selection is required), then click the button
ListPermutations to run the sub ListPermutations
5. The results will be written to a new sheet (just to the left),and appear
like below, in a zig-zag manner* until all combos are exhausted:
*if it exceeds the rows limit of 65536 in xl97 to xl2003
1, 2, 3
1, 2, 4
1, 2, 5
1, 2, 6
...
4, 5, 6
Go easy when you *ramp* up the generation ...
eg a "Pick 6 out of 45" run works out to a staggering:
=COMBIN(45,6) = 8,145,060 combinations
so almost half** an entire sheet would be populated
**A single sheet in xl97 to xl2003 houses:
=65536 rows x 256 cols = 16,777,216 cells
The sub would certainly need time to complete generation

Signature
Max
Singapore
http://savefile.com/projects/236895
xdemechanik
---
>I am looking for some assistance to achieve the following which I
> would prefer if possible to be able to carry out by using formula
[quoted text clipped - 26 lines]
>
> Terry.