It is possible to further refine the solution as AQ4 is common to all it can
be taken out and divided over the total and the last two sums are not really
needed:

=(SUMPRODUCT(AL3:AP3,AL4:AP4)+Y3*Y4+O3*O4)/AQ4

But basically the same.
--
Hope this helps
Martin Fishlock, Bangkok, Thailand
Please do not forget to rate this reply.


"T. Valko" wrote:

If any division results in #DIV/0! the formula result is #DIV/0!.

The original formula didn't have anything to account for that so I didn't
either. We don't know the conditions under which this formula operates.
That's what we have to deal with when we make suggestions!

Biff

"dribler2" wrote in message
...
Hi Sir Biff,
Will it bear the same result if one of the factor or addend or divisor is
zero. as compared to the original formula.
just curious Sir,

--
*****
birds of the same feather flock together..

the last two sums are not really needed:

I used SUM just to make it easier to follow the precedence.

AQ4 is common to all it can be taken out and divided over the total

Good point!

Biff

"Martin Fishlock" wrote in message
...
It is possible to further refine the solution as AQ4 is common to all it
can
be taken out and divided over the total and the last two sums are not
really
needed:

=(SUMPRODUCT(AL3:AP3,AL4:AP4)+Y3*Y4+O3*O4)/AQ4

But basically the same.
--
Hope this helps
Martin Fishlock, Bangkok, Thailand
Please do not forget to rate this reply.


"T. Valko" wrote:

If any division results in #DIV/0! the formula result is #DIV/0!.

The original formula didn't have anything to account for that so I didn't
either. We don't know the conditions under which this formula operates.
That's what we have to deal with when we make suggestions!

Biff

"dribler2" wrote in message
...
Hi Sir Biff,
Will it bear the same result if one of the factor or addend or divisor
is
zero. as compared to the original formula.
just curious Sir,

--
*****
birds of the same feather flock together..