IB skill practice

Use Galilean transformations

Paper 1, Paper 2 5 marks Difficulty 4

Galilean position transformation

A marker in a cyclist power-output analysis is at \(x=120\,\text{m}\) in the lab frame at \(t=8\,\text{s}\). A second frame moves at \(19\,\text{m s}^{-1}\) in the positive x-direction. Calculate \(x'\). Enter the numerical result and choose the interpretation that matches the physics meaning.

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