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Please also include confidence intervals for amplitude $A$ and phase $t_0$.
I'll grade based more on the final paper than on the original.
The key to non-linear regression is linear regression! That may seem odd, but I will mention again that frequently in mathematics we often cast a problem from the non-linear world over to where we obtain a linear problem, then bring that solution back (and hope for the best).
In the case of the linearizations we have done, we only did this once. In the case of non-linear regression, we will do it multiple times (iteratively), hoping for constant improvement.
The data is the number of bodies in rigor mortis from two hours on: {2, 14, 31, 14, 20, 11, 7, 4, 7, 1, 1, 2}.
I'll try to show how this is a generalization of Newton's method.
[ael: by the way -- ecosystems worldwide are already suffering serious damage.... The world won't "suddenly heat up" if we reach 450 ppm -- it's heating up right now, and we're seeing bumblebees struggle with the heat, for example. They pollinate our food -- think about it....]