Homework Statement
A particle of mass M and 4-moment P decays into two particles of masses m1 and m2
1) Find the total energy of each particle (lab frame).
2) Show that the kinetic energy T1 of the first particle in the same reference frame is given by
$$T_1= \Delta M (1 - \frac{m_1}{M} -...
Homework Statement
Find the temperature T that allows the rms speed of a gas to be equal to another gas with T=47°C.
The molecular mass of the first gas is 64, and the molecular mass of the second gas is 32.
Homework Equations
v_{rms}= \sqrt{\frac{3RT}{M}}
The Attempt at a Solution
The...
Yeah, but how do I go on about solving the system with no numbers? That is my main problem...
Also, why is the matrix being regular relevant? Doesn't that just mean that there is a number n such that the entries of A^n are all positive?
Also, the anti dual basis would be the basis for which B^*...
Yeah, probably got confused with the different sub indices and I'm relatively new to latex, so yeah, sorry. But you said the matrix is correct, so...
That is the dual space of E, a basis can be easily constructed from n linearly independent functions, in this case, three.
And is it a...
Homework Statement
Homework Equations[/B]
The Attempt at a Solution
From that point, I don't know what to do. How do I prove linear independence if I have no numerical values? Thank you.