Question

A particle A was moving at a speed of 0.8 c, with respect to the lab...

A particle A was moving at a speed of 0.8 c, with respect to the lab frame, in the +x- direction, when it decayed into two identical particles F and G , with G having momentum along the +x- direction. The masses of the particles are mA= 100 MeV/c2, mF=mG=30 MeV/c2. What are the momenta and the velocities of each particle F and G in the frame S?

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A neutral pion, π0, moving at 0.999c relative to the lab frame decays into two massless...
A neutral pion, π0, moving at 0.999c relative to the lab frame decays into two massless particles. One particle moves in the same direction as the pion did while the other moves in the opposite direction. The pion has a mass of 135 GeV/c2. What are the energy and momentum of the massless particles as measured in the lab frame? As measured in the pion’s rest frame? Can you explain this? step-by step Thanks for helping!
A muon is an elementary particle that resembles a heavy electron. It has a rest mass...
A muon is an elementary particle that resembles a heavy electron. It has a rest mass of 105.7 MeV/c2 compared to the electron rest mass of 0.511 MeV/c2. In frame, S, the muon has a velocity of   0.85 c ms?1 . In frame, S', the muon is found to have a velocity of     0.65 c ms?1 . The muon velocity vectors in either frame and the velocity of relative motion of frame S and S' are all parallel to the...
An electron has a kinetic energy K of 1 MeV and is incident on a proton...
An electron has a kinetic energy K of 1 MeV and is incident on a proton at rest in the laboratory. Calculate the speed of the CMS frame (The centre of mass, or centre of momentum, (CMS) frame is that in which the sum of the momenta (i.e., the total momentum) of all particles is zero) moving relative to the laboratory. (a) Express the initial energies Ee, Ep and initial momenta pe, pp of the electron and proton respectively (with...
You have a machine that produces a beam of K-mesons moving at a speed of 0.9860c....
You have a machine that produces a beam of K-mesons moving at a speed of 0.9860c. In your lab, you aim this beam at a target that is 65.95 m away from your machine. The half-life for K-meson decays is 12.4 ns. Calculate the time it takes, in the lab frame, for particles to travel from your machine to the target. calculate the time it teakes, in the lab frame, for particles to travel from your machine to the target....
You have a machine that produces a beam of π mesons moving at a speed of...
You have a machine that produces a beam of π mesons moving at a speed of 0.8660?. In your lab, you aim this beam at a target that is 67.50 m away from your machine. The half‑life for π meson decays is 26.0 ns. Calculate the time it takes, in the lab frame, for particles to travel from your machine to the target. Find the classically expected fraction of particles that would reach the target without having decayed. Find the...
visualize the following relativistic interactions: A 6 kg rest mass particle moving at a speed of...
visualize the following relativistic interactions: A 6 kg rest mass particle moving at a speed of 0.8c (earth frame) collides “head on” with an incoming 7 kg rest mass particle moving at 0.9c (earth frame)... where both particles “stick” together to form a new particle. Utilizing Conservation of Mass-Energy and Relativistic Momentum... determine the rest mass mass M0 and velocity v of the new particle after the interaction.
A particle of mass M decays into two identical particles each of mass m, where m...
A particle of mass M decays into two identical particles each of mass m, where m = 0.4M. Prior to the decay, the particle of mass M has a total energy of 5Mc2 in the laboratory reference frame. The velocities of the decay product are along the direction of motion M. Find the velocities of the decay products in the laboratory reference frame. (Round your answer to three decimal places.) 0.999 Incorrect: Your answer is incorrect. c (higher-speed product) 0.620...
A particle X at rest is a cube of rest-mass m and side L and has...
A particle X at rest is a cube of rest-mass m and side L and has a proper lifetime τ. If the particle is moving with speed √3c/2 with respect to the lab frame (c is the speed of light): Determine a) The total energy of the particle in the lab frame. b) The average distance the particle travels in the lab before decaying. c) Sketch the shape and dimensions of the particle when viewed perpendicular to its motion in...
Two particles are moving toward each other along the x axis with equal speeds. Specifically, particle...
Two particles are moving toward each other along the x axis with equal speeds. Specifically, particle 1 of mass 7 kg moves to the right at 3.87 m/s and particle 2 of mass 15 kg moves to the left at the same speed. The particles collide elastically. After the collision, the first particle moves at 90◦ to its original direction while the second particle is deflected through a smaller angle θ2 < 90◦. A) Find the final speed of particle...
The figure shows a particle that carries a charge of q0 = -2.80 × 10-6 C....
The figure shows a particle that carries a charge of q0 = -2.80 × 10-6 C. It is moving along the +y axis at a speed of v = 4.82 × 106 m/s. A magnetic field of magnitude 3.48 × 10-5 T is directed along the +z axis, and an electric field of magnitude 112 N/C points along the -x axis. Determine (a) the magnitude and (b) direction (as an angle within x-y plane with respect to +x-axis in the...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT