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Pick some unrelated lectures, they said.
(sh.itjust.works)
It will widen your horizon, they said. And here I was, foolishly thinking I could get away with half-assing statistics during my degree.
Engineering formulas be like
"So there was this guy in 1896 and he did a bunch of trials and he figured out that a+b*x/c² is close enough to the real results, with values for a in range 1-2 and b in range 3-4. We still don't understand why, or how he got there, but it worked ever since."
Scientists want to understand things. Engineers don't care, as long as it works.
"More recent research has produced a more precise emperical relation, -4.2x^3.761+√(sin(2x²/π))±erf(e²ˣ+37), which produces results which are 0.2% more accurate on average."