Limpet_Chicken
Bluelighter
God damn
I am driving YOU barmy?

That is my point, and probably Hammy's too, it is relative! think of it this way:
One weighs, using a scale accurate to 1mg with a -/+ 0.5mg drift, a milligram of say, for example's sake, 1mg of DOB.
That is an error margin of 0.5 (I think, please feel free to correct my very, very shitty math if needs must, just tell me WHY I am wrong, should I be, and I probably am
), not much, although significant with DOB, one can then dilute to 0.5mg with the same error margin, which would become MORE significant, if one were to dilute that 0.25, or more, using a burette calibrated very prescisely.
Increasing relative error margin (relatively speaking) exponentially with further dilution, although slightly, it becomes more and more significant the more dilute one gets, as the prescision of the instrument used varies more and more, relatively, the more prescise one has to be.
With something in the attomolar range, Jebus C.H.Rist! that is so fecking potent that the smallest variation in say, the internal diametert of a capillary tube used to draw up a solution is enough to twattify the experimental result.
With an 0.5mg drift, would someone calculate the requisite math for me? I really cannot do it, but to calculate a few attograms to even the remotest degree of accuracy, using a dilution series, the original measurement has sufficient margin of error to render any calculation of concentration based upon that measurement totally, utterly innaccurate.



That is my point, and probably Hammy's too, it is relative! think of it this way:
One weighs, using a scale accurate to 1mg with a -/+ 0.5mg drift, a milligram of say, for example's sake, 1mg of DOB.
That is an error margin of 0.5 (I think, please feel free to correct my very, very shitty math if needs must, just tell me WHY I am wrong, should I be, and I probably am

Increasing relative error margin (relatively speaking) exponentially with further dilution, although slightly, it becomes more and more significant the more dilute one gets, as the prescision of the instrument used varies more and more, relatively, the more prescise one has to be.
With something in the attomolar range, Jebus C.H.Rist! that is so fecking potent that the smallest variation in say, the internal diametert of a capillary tube used to draw up a solution is enough to twattify the experimental result.
With an 0.5mg drift, would someone calculate the requisite math for me? I really cannot do it, but to calculate a few attograms to even the remotest degree of accuracy, using a dilution series, the original measurement has sufficient margin of error to render any calculation of concentration based upon that measurement totally, utterly innaccurate.