find the mathematical relationship between momentum and (mv) and kinetic energy (1/2 mv^2)
find the mathematical relationship between momentum and (mv) and kinetic energy (1/2 mv^2)
(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 the momentum ? and Lorentz factor ? for an electron that has a kinetic energy of 1.00 MeV. ?? Find the momentum ? and Lorentz factor ? for an electron that has a kinetic energy of 6.00 MeV. ?? Find the momentum ? and Lorentz factor ? for an electron that has a kinetic energy of 9.00 MeV. ??
Identify the mathematical relationship between the following variables. a.) energy and frequency of light b.) temperature and volume of gases c.) wavelength and energy of light d.) temperature and kinetic energy e.) pressure and volume of gases f.) frequency and wavelength of light g.) moles and volume of gases
5 Uncertainty A: Find the Heisenberg uncertainty relationship between the potential energy V and kinetic energy T for a particle in a harmonic oscillator potential: Note: this is not a particularly interesting uncertainty relationship, but there are only so many interesting examples.
Find the change in the momentum and in the kinetic energy for the data set in the following table: v (2) 61 40 cm/s 60 0 2 72 60 75
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.
Using the relativistic relationship between momentum and energy: a) Derive an expression for the wavelength of a particle with mass m in terms of its total energy. b) Compare this result to the expression for the wavelength of a photon in terms of energy and show that as m → 0, the expressions are equivalent.
1.Linear momentum is always conserved [ ]when kinetic energy is conserved [ ]when total energy is conserved [ ]in the absence of internal forces [ ]in the absence of external forces 2. If two objects collide and there are no other forces acting on them, the momentum of each object will be independently conserved. [ ]True [ ]False 3.The momentum of an object is equal to the product of it mass and ______ [ ]Velocity [ ]Speed [ ]displacement [...
Find the uncertainty in kinetic energy. Kinetic energy depends on mass and velocity according to this function E(mv) - 1/2 m v2. Your measured mass and velo city have the following uncertainties 5m0.18 kg and Sv1.59 m/s. What i:s is the uncertainty in energy, SE, if the measured mass, m - 3.93 kg and the measured velocity, v- 12.43 m/s? Units are not needed in your answer.
1) The uncertainty in momentum of an electron with a kinetic energy of approximately 3 keV is 2 percent. What is the minimum uncertainty in its position?