Paul,

The binary computer isn't sitting there with a pencil and paper multiplying the values by longhand. Floating point numbers are always "approximations" of the actual number and you have to understand what that means when you are using them in iterative calculations.

> Thanks for taking the time to respond. Is it too much to ask for mathematical function that I believe the schools are teaching around the 3rd grade to just 'work right'? 823.4721345000 * 10 = 8234.721345000 except when I situationally decide to tack a 1 on the end of it? I think that's not how they're teaching it <g>.