Calculating Relativistic Momentum for Physics Students

AI Thread Summary
To calculate the relativistic momentum of a 1 kg mass moving at 0.7c, one must first understand the equation for non-relativistic momentum, which is p = mv. The relativistic momentum can be derived using the equation m = m0 / √(1 - (v/c)²), where m0 is the rest mass. The discussion emphasizes the importance of recognizing the differences between classical and relativistic physics when calculating momentum. Participants express uncertainty about the relevant equations, highlighting the challenges students face in mastering these concepts. Understanding these principles is crucial for accurately calculating relativistic momentum.
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Homework Statement


If a mass of 1 kg has a velocity of 0.7c, what is the relativistic momentum?

Homework Equations


I don't know what equation to use...Please help..
 
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Start by writing down the equation for the regular, non-relativistic momentum.

Do you know any relativistic equations for any of the values making up the momentum equation?
 
Relativistic momentum on 4D Minkowski space have 4 coordinates.
$$p_i=mv_i,\,p_{ct} = mc$$
Consevation for this momentoum:
$$ \Delta{x}^2+\Delta{y}^2+\Delta{z}^2-c^2\Delta{t}^2=\text{const}$$
give:
$$m=\frac{m_0}{\sqrt{1-(v/c)^2}}$$
where m0 is the mass for its own frame.
 
Bandersnatch said:
Start by writing down the equation for the regular, non-relativistic momentum.

Do you know any relativistic equations for any of the values making up the momentum equation?
No, haha... I am terrible at physics...
 
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