Appendix: Problem Index
617
A sphere of mass m and radius r has speed
√
3c/2. To find E,
before decay and shape as seen in lab frame
6.38
Photon has velocity c in all frames of reference
6.39
6.2.3 Mass, Momentum, Energy
Effective mass, KE and momentum of muons, given observed and
proper lifetimes
6.40
Energy from annihilation of 1g of mass
6.41
Speed of proton whose KE = mc
2
6.42
Speed of P and e when accelerated to 1GeV
6.43
Energy needed to break up
12 C into (a) 6 p + 6n (b) 3α (c) 3α into p
and n
6.44
Mass of a particle from T and p measurements
6.45
Rest mass energy of electron
6.46
P.D. required for electron to accelerate from rest to 0.6 c
6.47
Velocity at which T differs classical value by (a) 1% (b) 10%
6.48
For v c, T mc
2 , T (relativistic)→ T (classical)
6.49
Effective mass of photon for (a) visible light (b) X-rays
6.50
1 amu = 931.5 MeV/c
2
6.51
Energy from explosion of 5.0 kg fissionable material
6.52
Energy imparted to electron emitted at angle θ in collision of proton
of velocity βc with electron at rest
6.53
Energy carried by muon and neutrino in the decay of pion at rest
6.54
In the complete inelastic collision of a body with identical body at
rest to find the speed of resulting body and its rest mass
6.55
Mass of a body decaying into kaon and pion with equal and
opposite momenta
6.56
Speed of muon in π → μν at rest, in terms of masses involved
6.57
E B in A → B + C at rest in terms of masses of A, B and C
6.58
T max of electron in muon decay
6.59
In a symmetric elastic collision between a particle with an identical
particle at rest, angle between outgoing particles
6.60
An electron has T = mc
2 . A photon with P γ = P e has
E γ =
√
3mc
2
6.61
In the decay of muon at rest if the energy released is divided equally
among the final leptons whose mass is neglected angle between the
paths of any two leptons is 120
0
6.62
Energy imparted to an electron which is emitted at 3
0 in the
collision of energetic proton
6.63
(a) m π from T μ in pion decay at rest (b) T e (max) in muon decay
6.64
E π 0 in p
−
+ d → n + π
0
6.65
Mass of K
∗ particle deduced from momenta of kaon and pion into
which it decays and angle between the tracks
6.66
A proton of KE 940 MeV makes an elastic symmetric collision with
a stationary proton. To calculate the angle between the outgoing
protons
6.67
617
A sphere of mass m and radius r has speed
√
3c/2. To find E,
before decay and shape as seen in lab frame
6.38
Photon has velocity c in all frames of reference
6.39
6.2.3 Mass, Momentum, Energy
Effective mass, KE and momentum of muons, given observed and
proper lifetimes
6.40
Energy from annihilation of 1g of mass
6.41
Speed of proton whose KE = mc
2
6.42
Speed of P and e when accelerated to 1GeV
6.43
Energy needed to break up
12 C into (a) 6 p + 6n (b) 3α (c) 3α into p
and n
6.44
Mass of a particle from T and p measurements
6.45
Rest mass energy of electron
6.46
P.D. required for electron to accelerate from rest to 0.6 c
6.47
Velocity at which T differs classical value by (a) 1% (b) 10%
6.48
For v c, T mc
2 , T (relativistic)→ T (classical)
6.49
Effective mass of photon for (a) visible light (b) X-rays
6.50
1 amu = 931.5 MeV/c
2
6.51
Energy from explosion of 5.0 kg fissionable material
6.52
Energy imparted to electron emitted at angle θ in collision of proton
of velocity βc with electron at rest
6.53
Energy carried by muon and neutrino in the decay of pion at rest
6.54
In the complete inelastic collision of a body with identical body at
rest to find the speed of resulting body and its rest mass
6.55
Mass of a body decaying into kaon and pion with equal and
opposite momenta
6.56
Speed of muon in π → μν at rest, in terms of masses involved
6.57
E B in A → B + C at rest in terms of masses of A, B and C
6.58
T max of electron in muon decay
6.59
In a symmetric elastic collision between a particle with an identical
particle at rest, angle between outgoing particles
6.60
An electron has T = mc
2 . A photon with P γ = P e has
E γ =
√
3mc
2
6.61
In the decay of muon at rest if the energy released is divided equally
among the final leptons whose mass is neglected angle between the
paths of any two leptons is 120
0
6.62
Energy imparted to an electron which is emitted at 3
0 in the
collision of energetic proton
6.63
(a) m π from T μ in pion decay at rest (b) T e (max) in muon decay
6.64
E π 0 in p
−
+ d → n + π
0
6.65
Mass of K
∗ particle deduced from momenta of kaon and pion into
which it decays and angle between the tracks
6.66
A proton of KE 940 MeV makes an elastic symmetric collision with
a stationary proton. To calculate the angle between the outgoing
protons
6.67