Intuition Posted December 19, 2014 Report Share Posted December 19, 2014 Hello! I am working currently working on my extended essay in physics. There's one thing I am a little bit unsure of, and that is the use of error bars in the x-axis. Okay, so by having them in the y-axis, you can make max-min slope lines, which is great. So I am thinking, and I could think of these solutions: 1. Just put them in, then you have error bars in both the x-axis and the y-axis, then graph the max/min slope lines from wherever that the slopes are at their maximum/minimum - The max/min slopes would then look like this: Very bad sketch. Anyways, the maximum slope would go from the minimum y-value, but maximum x-value of point 1 to maximum y-value and minimum x-value of point 2. Opposite for minimum slope. This makes their gradient as high/low as possible within the bars. 2. Calculate how much difference the uncertainty in the x-values (using the gradient from the trend line) the uncertainty in the x-axis could possible make on the respective y-value plotted and then add this uncertainty to the error bars in the y-axis instead. 3. Dont know Reply Link to post Share on other sites More sharing options...
Intuition Posted December 20, 2014 Author Report Share Posted December 20, 2014 Okay, I found it!Listed in this document.http://mrsmithsphysics.weebly.com/uploads/1/2/1/5/12150755/1.2_errors_and_uncertainties_notes.pdf Apparently, one is suppsoed to do what I wrote in [1] - make the error bars from "corner to corner" of the error boxes. Reply Link to post Share on other sites More sharing options...
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