Equations in Classical Mechanics

AI Thread Summary
The discussion centers on the confusion surrounding the notation "dx/dt" in classical mechanics, specifically in the context of the equation F=ma. Participants emphasize the importance of understanding calculus, particularly differential calculus, to grasp these concepts effectively. Clarification is provided that "dx/dt" represents the rate of change of position with respect to time, which is related to velocity. The conversation also contrasts Aristotle's and Newton's views on motion and forces, highlighting the shift from viewing forces as causes of motion to causes of acceleration. Overall, a solid foundation in mathematics is deemed essential for studying physics effectively.
wolfspirit
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hi
i am a bit confused watching lectures and reeding books i quite often come across dx/dt
and i don't know what the "d" is. the full equation is F=ma which was rewritable as F=m*dx/dt
many thanks for any help
 
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Sounds like you need to watch some lectures on Math. Calculus specifically. Of course to make sense of that you will need to be familiar with algebra.

Physics is a structure build on math. Without math you cannot do physics.
 
also in your eqn I think you mean dv/dt not dx/dt where v means velocity.
 
what type of Calculus should i be looking at? Differential Calculus, Ap calculus, Lambda Calculus or another type (i only know a bit of Differential Calculus)
Thanks
 
Start with differential calculus.
 
in the video he was contrasting Aristotles law with Newton's law. InAristotle's world F=mv and F is a function of x but in Newton's it was F=ma. Aristotle believed that forces cause motion whereas Newton believed that forces cause acceleration.
 
what is x is it location?
 
  • #11
thank you for your help :) it seams i have a bit of reading to do before i get back to the really interesting stuff
 
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