Hey there,
I was just wondering if the line of best fit for an AAS curve always has to go through the origin? Usually we would base our line off the data given and only from the first data point to the last, but because the line is defined c = ka should we make passing the line through the origin a priority? The particular example I'm working on ends up having all the points above the line if I pass it through the origin. If anyone has any advice that would be super handy - thank you
You definitely DO NOT want to create a point that goes through the origin, unless you actually measured that point. Otherwise, you've essentially fabricated results. I agree that the line SHOULD go through the origin, however just ASSUMING that it does is scientific fraud. In fact, a line that does not pass through the origin is almost a good thing. It means you can describe a systematic error; clearly, it should have gone through the origin, but it didn't. Why? What does that mean for the rest of your results? What does that mean for your experimental design?
In summary: do NOT assume anything, unless you've measured it. If you get weird results; GREAT! Explain it, using scientific methodology. Potentially, EXPLAIN what you've done to the marker, and why you've done it

Jake