Exam 37: Relativity

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An electron (m = 9.11*10-31 kg) has a speed of 0.95c. Its kinetic energy is:

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B

A source at rest emits light of wavelength 500 nm. When it is moving at 0.90c away from an observer, the observer detects light of wavelength:

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D

A rocket traveling with constant velocity makes an 8.4 * 1015 m trip in 1 year. The proper time between events which mark the beginning and end of the trip is:

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B

As a rocket ship moves by at 0.95c a mark is made on a stationary axis at the front end of the rocket and 9.0 * 10-8 s later a mark is made on the axis at the back end. The marks are 100 m apart. The rest length of the rocket is:

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Two independent events occur 100 m apart with an intervening time interval of 0.42 μ\mu s. The proper time between the events is:

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A console lamp in the cabin of a spaceship appears green when the ship and observer are both at rest. When the ship is moving at 0.90c away from Earth, passengers on board see:

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According to the theory of relativity:

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As we watch, a spaceship passes us in time Δ\Delta t. The crew of the spaceship measures the passage time and finds it to be Δ\Delta t'. Which of the following statements is true?

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A clock is moving along the x axis at 0.6c. It reads zero as it passes the origin (x = 0). When it passes the x = 180 m mark on the x axis the clock reads:

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The mass of a particle is m. In order for its total energy to be twice its rest energy, its momentum must be:

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The spaceship U.S.S. Enterprise, traveling through the galaxy, sends out a smaller explorer craft that travels to a nearby planet and signals its findings back. The proper time for the trip to the planet is measured by clocks:

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An electron (m = 9.11 * 10-31 kg) has a momentum of 1.3 *10-21 kg .m/s. Its kinetic energy is:

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Light from some stars shows an apparent change in frequency because of:

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A train traveling very fast (v = 0.6c) has an engineer (E) at the front, a guard (G) at the rear and a passenger (S') exactly half way between them. Both E and G are equipped with yellow signaling lamps. The train passes a station, closely observed by the station master (S). Both E and G use their lamps to send signals. According to both S and S' these signals arrive simultaneously at the instant S' is passing S. According to S, the signal from E will look ______ and that from G will look _____:

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According to the theory of relativity:

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If the mass of a particle is zero its speed must be:

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Light from a stationary spaceship is observed, then the spaceship moves directly away from the observer at high speed. As a result, the light seen by the observer has:

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Two flashes of light occur simultaneously at t = 0 in reference frame S, one at x = 0 and the other at x = 600 m. They are observed in reference frame S', which is moving at 0.95c in the positive x direction. The origins of the two frames coincide at t = 0 and the clocks of S' are zeroed when the origins coincide. In S' the coordinate where the leading edges of the two light flashes meet and the time when they meet are:

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Two events occur 100 m apart with an intervening time interval of 0.60 μ\mu s. The speed of a reference frame in which they occur at the same coordinate is:

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Two isotopes of hydrogen fuse to form a helium nucleus and a neutron: 2H + 3H → 4He + n The masses are: Two isotopes of hydrogen fuse to form a helium nucleus and a neutron: <sup>2</sup>H + <sup>3</sup>H → <sup>4</sup>He + n The masses are:   What is the Q value of this reaction? What is the Q value of this reaction?

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