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Some Biomedical Applications of a Non Linear Curve Fit Method' Jnm Snmjournals  Form

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all right so i'm gonna walk through a quick tutorial of what i've found to be a good way to set exponential curves to a figure so when we look at this figure we're looking at change in seedling damage on the y-axis and on the x-axis this is chilling degree hours so zero to just about eight hundred shilling degree hours we fit in a linear fit the r squared is pretty low the p is uh significant but the r squared is only 0.38 and this isn't a very good fit what we can see here is this might be an exponential fit and so i'm going to go ahead and try and fit an exponential curve to this data so here is the data so i'm looking at uh the second repetition replication of one of my experiments these are the values that i found here's the standard error and that's what's fit here so these are the values the standard error and then the y-axis values as well now what i want to do is go from a linear equation to an exponential one so if we write rewrite the linear equation as an exponential equatio

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