Consider the following two pieces of Wolfram language code:
Plot[PDF[NormalDistribution[Quantity[0, "Meters"],
Quantity[1, "Meters"]], x], {x, Quantity[-2, "Meters"],
Quantity[2, "Meters"]}]
Plot[PDF[NormalDistribution[Quantity[0, "Angstroms"],
Quantity[1, "Angstroms"]], x], {x, Quantity[-2, "Angstroms"],
Quantity[2, "Angstroms"]}]
These two produce vastly different plots, even though the plots should be the same, especially since sampling the PDFs and then mapping QuantityMagnitude
to the results gives the same numerical values for both cases. See the attached notebook.
Attachments: