A particle with rest mass m0 is moving with velocity 0.8c. Find out the relationship between the total energy, momentum and the rest mass of the particle. Explain all the mathematical steps involved in deducing this relationship.
A particle with rest mass m0 is moving with velocity 0.8c. Find out the relationship between...
Special Relativity A photon of energy E collides with a stationary particle of rest mass m0 and is absorbed. What is the velocity of the resulting composite particle? NOTE: I used consrvation of momentum: p(before) = p(after), therefore p/c (energy of photon) = gamma*m0*v and solved for v. Apparently this is incorrect????
A particle with rest mass m-1.6x10 16 kg is moving at a velocity equal to half the speed of light Which of the following is the momentum of the particle? 17.3kg m2/s 18.7 kg ms 5.8 k gm 2/s2 34.6 kg m2ls
A photon of energy E collides with a stationary particle of mass m0 and is absorbed. (a) Use the reference frame of the stationary particle and draw before and after diagrams, labeling all the particles and their directions of motion (b) Write down conservation conditions relevant to this process. (c) What is the velocity of the resulting composite particle in terms of E and m0?
1. A 30.00 kg mass moving with the velocity of 10 m/s. The momentum of the body will be A. 144.2 kg m/s. B. 187.8 kg m/s. C. 320.0 kg m/s. D. 442.4 kg m/s. E. None of the above 2. Out of the following which one is not a vector quantity? A. Force B. Impulse C. Mass D. velocity 3. Impulse is the product of which two quantities? A. Mass and Time B. Mass and Momentum C. Force and...
A particle has a mass of 2.85 g and is moving at an average velocity of 15.0 cm/s. Calculate the kinetic energy for this particle. g cm КE-
long thin rod length h A particle, with mass m, is moving through space with constant velocity v, as shown in the diagram. COM It eventually collides with and sticks to the end of a long thin uniform rod, which has mass M and length /h and is initially at rest. The mass of the particle (m) is negligible compared with the mass of the rod. (a) Show the angular momentum of the particle about the COM of the rod...
A particle has a rest mass of 6.95×10^-27 and a momentum of 4.73×10^−18 kg⋅m/s. Determine the total relativistic energy of the particle. E = ______________ J Find the ratio of the particle's relativistic kinetic energy to its rest energy. ?? rest = _________________
Problem 11.65 8 of 20 > A particle of mass 1.00 kg is moving with velocity v (7.11 +5.3j) m/s. Part A Constants Periodic Table Find the angular momentum L relative to the origin when the particle is atr (2.8j +4.5k) m. Enter your answers in indicated order separated by commas. Express your answer using two significant figures VO ALDO ? Lysby, len kg. m/s Submit Request Answer Part B At position r a force of F 4.5 Ni is...
a particle of unknown masss is observed to decay into 2 photons (mass:0) that have equal energies of 329 MeV. the opening angle between the 2 photon directions is 23 degrees. Find the mass of the unknown particle in MeV/c2. ( decaying particle moving. not necessarily to solve for energy, momentum and velocity)
PHYS10121 a) A particle of rest mass m is travelling so that its total energy is 2mc. It collides with a stationary particle of rest mass m to form a new single particle. What is the 2. rest mass of the new particle? 9 marks] b) A photon hits an electron at rest and produces an electron-positron pair according to the reaction γ+ e- e" + e-+e+, what is the smallest possible photon energy for this to occur? You may...