Textbooks that cover momentum before force?

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SUMMARY

This discussion focuses on the pedagogical approach of teaching momentum before force, specifically examining textbooks that present momentum and then define force as F = \dot{p}. The participants express concerns about the applicability of this definition, particularly in systems with variable mass, such as rockets. They question whether this approach is beneficial despite its limitations and note that many traditional texts typically introduce force before momentum.

PREREQUISITES
  • Understanding of Newton's laws of motion
  • Familiarity with the concept of momentum (p = mv)
  • Knowledge of variable mass systems in physics
  • Basic grasp of calculus as it relates to derivatives (e.g., \dot{p})
NEXT STEPS
  • Research textbooks that prioritize momentum in their curriculum, such as "Fundamentals of Physics" by Halliday, Resnick, and Walker.
  • Explore the implications of variable mass systems on Newton's second law.
  • Investigate alternative pedagogical methods for teaching force and momentum.
  • Examine the rocket problem and its relevance to momentum and force definitions.
USEFUL FOR

Physics educators, curriculum developers, and students seeking to understand the relationship between momentum and force in classical mechanics.

Geremia
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Which textbooks cover momentum first and then study force [itex]F=\dot{p}[/itex] as it relates to momentum? Cf. this Physics StackExchange post and thread. Thanks
 
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Since that form of Newton's second law is only valid for constant mass systems, I would think its not a great starting point. Is there any good reason to use this definition despite the loss of generality?
 
madness said:
Since that form of Newton's second law is only valid for constant mass systems, I would think its not a great starting point.
Are you referring to issues like the rocket problem?
madness said:
Is there any good reason to use this definition despite the loss of generality?
Do most texts introduce force first?

Thanks
 

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