Exam 31: Particle Physics
Exam 1: Introduction and Vectors69 Questions
Exam 2: Motion in One Dimension55 Questions
Exam 3: Motion in Two Dimensions82 Questions
Exam 4: The Laws of Motion97 Questions
Exam 5: More Applications of Newtons Laws80 Questions
Exam 6: Energy of a System81 Questions
Exam 7: Conservation of Energy77 Questions
Exam 8: Momentum and Collisions84 Questions
Exam 9: Relativity31 Questions
Exam 10: Rotational Motion121 Questions
Exam 11: Gravity,planetary Orbits,and the Hydrogen Atom62 Questions
Exam 12: Oscillatory Motion44 Questions
Exam 13: Mechanical Waves56 Questions
Exam 14: Superposition and Standing Waves57 Questions
Exam 15: Fluid Mechanics48 Questions
Exam 16: Temperature and the Kinetic Theory of Gases54 Questions
Exam 17: Energy in Thermal Processes: the First Law of Thermodynamics69 Questions
Exam 18: Heat Engines,entropy,and the Second Law of Thermodynamics51 Questions
Exam 19: Electric Forces and Electric Fields156 Questions
Exam 20: Electric Potential and Capacitance158 Questions
Exam 21: Current and Direct Current Circuits113 Questions
Exam 22: Magnetic Forces and Magnetic Fields157 Questions
Exam 23: Faradays Law and Inductance76 Questions
Exam 24: Electromagnetic Waves41 Questions
Exam 25: Reflection and Refraction of Light34 Questions
Exam 26: Image Formation by Mirrors and Lenses41 Questions
Exam 27: Wave Optics72 Questions
Exam 28: Quantum Physics69 Questions
Exam 29: Atomic Physics35 Questions
Exam 30: Nuclear Physics62 Questions
Exam 31: Particle Physics31 Questions
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The rest-energy of the Z0 boson is 96 GeV.Using this information,find the maximum length of time a virtual Z0 can exist,in accordance with the uncertainty principle .(1 eV = 1.6 *10-19 J. )
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Correct Answer:
A
Of the following leptons,which has the greatest rest energy?
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(Multiple Choice)
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Correct Answer:
C
The minimum energy needed to produce a positron is
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(Multiple Choice)
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Correct Answer:
E
A model for how repulsive forces between two particles can be mediated by a third particle would be
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Which of the following reactions violates conservation of strangeness?
(Multiple Choice)
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In this course we have seen that baryons have inertial and gravitational mass,intrinsic angular momentum,and other internal properties that have been given names like baryon number,strangeness,charm,etc.The Standard Model's explanation for these properties of baryons is that
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According to the Hubble law,where H = 17 km/s/106 lightyears,what is the velocity of recession of a quasar at a distance of 2 billion lightyears from Earth?
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The strong nuclear interaction has a range of approximately 0.70 *10-15 m.It is thought that an elementary particle is exchanged between the protons and neutrons,leading to an attractive force.Utilize the uncertainty principle to estimate the mass of the elementary particle if it moves at nearly the speed of light.
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Name at least one conservation law that prevents each of the following reactions:
a) - + p + +
b) p + + + + -
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If the quark content of the proton,p,is uud,the quark content of the antiproton, is
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An electron and a positron (antielectron),both nearly at rest,collide.What particle(s)is(are)produced?
(Multiple Choice)
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The particle ++ has an electric charge twice that of the proton and baryon number +1.Strangeness,charm,bottomness and topness are all 0.Its quark composition must be
(Multiple Choice)
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The attractive force between protons and neutrons in the nucleus is brought about by the exchange of a virtual pi-meson (m = 140 MeV/c2).Estimate the longest time a virtual 0 can exist,in accordance with the uncertainty principle .(1 eV = 1.6 *10 - 19 J. )
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According to string theory,six space-time dimensions cannot be measured except as quantum numbers of internal particle properties because they are curled up in size of the order of
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The omega-minus particle decays with the X0 and the - eventually decaying into stable baryon(s)and lepton(s).Utilizing conservation laws,which of the following is the correct accounting of the decay products?
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A proton and an antiproton each with total energy of 400 GeV collide head-on.What is the total energy (particles + energy)released?
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In the standard model of the expansion of the universe,the total energy of a standard mass m is assumed to be zero.When we solve the resulting energy equation for the critical mass density of the universe,we find that the critical mass density is given by
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