In the decay 32P →32 S + e-find: a) the energy of the electron b) the energy of the core 32S c) the linear momentum...
(c) The isotope phosphorous-32 (32P) is a beta (8-) radioactive decay emitter with a hall- life of 14.5 days. (v) Calculate the energy in units of MeV for the energy released in the decay of one 32 15 P nucleus. (vi) Determine the total energy, in units of MeV, that has been released by the sample in this 3-day period of time.
(a) Find the linear momentum and kinetic energy of a bullet of mass 4.90 10-2 kg moving at a speed of 315 m/s. linear momentum = kinetic energy = (b) Find the linear momentum and kinetic energy of a football player of mass 110 kg moving at a speed of 10.0 m/s. linear momentum = kinetic energy = (c) Find the linear momentum and kinetic energy of a truck of mass 1.00 104 kg moving at a speed of 20.5...
Find (a)the energy and (b)the magnitude of the orbital angular momentum for an electron in the 3d state of hydrogen.
Calculate the momentum p, kinetic energy K, and total energy E of an electron traveling at each of the speeds tabulated below. v p (keV/c) K (keV) E (keV) (a) 0.02c (b) 0.1c (c) 0.6c
8 decay Before B decay Before After After V. Parent Daughter Parent Daughter nen AP → D+e+v P-D + entry electron neutrino Anti- decay A cobalt Co nucleus (27 protons, 60 nucleons) go through a decay. (a) Find the number of protons and the number of nucleons in the Daughter nucleus. Enter the number of protons in the first box, and number of nucleons in the 2nd box. Enter a number Submit (5 attempts remaining) Enter a number Submit (5...
An electron (rest mass me) of energy E makes a head-on collision with a positron (positron is electron’s antiparticle, it has the same mass as electron, but opposite charge) In collision the two particles annihilate each other and are replaces by two photons (γ rays) of equal energy, each traveling at equal angles θ with electron’s direction of motion. Find 1. The energy of each photon. 2. The momentum p of each photon. 3. The angle θ. Problem 3. Electron-positron...
PHYS101 21 . a) Write down expressions for the total energy, E, and the momentum, p, of a particle. Express your answers in terms of the rest mass, m, and velocity, u, of the particle. 4 marks) Using these expressions, show that E2-ap of the momentum. m2ct, where p Ipl is the magnitude (4 marks) b) A photon of frequency v is scattered trough 180° by an electron initially at rest in the laboratory. Show that the frequency of the...
Part C (LINEAR MOMENTUM) Problem CI: (Conservation of Momentum) A puck of mass m, = 3kg has an initial velocity of 10m/s at 30° S of E. A second puck of mass m, 5kg has a velocity of 5m/s at 45° W of N. They collide and stick together. 30° S he is the the Find the magnitude and direction after collision.
Particle Physics Let's do a little particle physics. Back in the '9os there was a large electron-positron collider at CERN in Geneva, Switzerland, called the "Large electron-positron collider," or LEP for short. (This collider was broken down and rebuilt into an even larger one that runs to this day, called the "Large hadron collider" or LHC.) It was LEP that discovered the W and Z bosons, which mediate weak nuclear processes like the beta decay of free neutrons Anyway, near...
I. Calculation Section Consider the decay of-- into π- and N, Assume : decays froln rest and calculate the kinetic energies of the π and Ao and then their speecls. You will need to look up the rest masses of the three particles in your textbook (or on Enforce momentum conservation and energy conservation. Use the relativistic formula- tion (Hint: The algebraic approach I used in class was to write down the energy conservation condition and the momentum conservation condition,...