Previously: Some physics 101 students calculate that a certain pendulum will have a period of approximately 3.6 seconds. Instead, when they run the experiment, the stand holding the pendulum tips over and the whole thing falls on the floor.

The students, being diligent Bayesians, argue that this is strong evidence against Newtonian mechanics, and the professor's attempts to rationalize the results in hindsight are just that: rationalization in hindsight. What say the professor?

“Hold on now,” the professor answers, “‘Newtonian mechanics’ isn’t just some monolithic magical black box. When predicting a period of approximately 3.6 seconds, you used a wide variety of laws and assumptions and approximations, and then did some math to derive the actual prediction. That prediction was apparently incorrect. But at which specific point in the process did the failure occur?

For instance:

• Were there forces on the pendulum weight not included in the free [...]

The original text contained 1 footnote which was omitted from this narration.

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