Any process used to keep time will appear to happen more slowly in a moving object, when seen by an observer not moving with the object. The clock on a spaceship will appear to run slowly to the astronauts on the
Q: Suppose a particle called a kaon is created by cosmic radiation (high-energy protons of unknown ori…
A: Givenv=0.989c∆to=1.238×10-8 s
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A: (a) Time t° = 3years (b) length L= 833 ft
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A: From the given Lorentz factor γ the speed of spaceship can be determined,
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A:
Q: alled a kaon is created by cosmic radiation striking the atmosphere. Randomized Variables c =…
A: Givenc = 0.965 c t = 1.4 × 10-8 s
Q: A spaceship travels to a distant star at relativistic speed. As measured by observers on Earth, the…
A: The velocity of spaceship is, v=dt=1.5 ly9.461×1015 m1 ly1.8 yr3.154×107 s1 yr=14.1915×1015…
Q: Sean & Shawn are in a laboratory in Earth's rest frame and say that Mo & Neji's spaceship's…
A: The ratio of the speed of spaceship to the speed of light is 0.750Explanation:
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A: Given: The rest length of spaceship is L=406 m. The speed of spaceship relative to reference frame…
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A:
Q: Suppose a spaceship heading directly away from the Earth at 0.75c can shoot a canister at 0.25c…
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A: The statement "The rocket's speed was measured to be 1.04c" is impossible, as the speed of an object…
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A: Data we have length,L=100m velocity,v=0.6c Time,∆t'=5s
Q: You are on a spacecraft traveling away from the earth at 0.75 c�. A beacon on earth flashes exactly…
A: Step 1: spacecraft would travel distance of 0.75c before receiving the next flash. Step 2: Light…
Q: 3. Two spaceships are traveling with a relative velocity of 2.33 x 10^8 m/s. Both carry identical…
A: Relative velocity of the two space-vehicles is Both the space-vehicles carry identical…
Q: Fred and George are 19.0 years of age when they left earth to travel to a distant planet 12.0…
A: GIVEN: Age of both twins Fred and George =19 yrs distance d =12 ly speed of Fred v1 =0.9c speed of…
Q: If a m = 93.9 kg person were traveling at v = 0.994c, where c is the speed of light, what would be…
A: Solution:-Given thatmass of person (m)=93.9 kgspeed of person (v)=0.994cc=speed of light=3×108 m/s
Q: These questions refer to identical spaceships that you and your friend are using. The ships are…
A: The solution of the problems is given below
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A: The clock onboard the alien spacecraft measures spacetime intervals.
Q: Two spaceships are moving away from Earth in opposite directions, one at 0.83*c, and one at 0.83*c…
A:
Q: Max observes a spaceship traveling toward him at 0.6c. He measures its length and finds that the…
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Q: 2. a) The average life span for a dog is 12 years. Ifa dog is placed on a space ship traveling at…
A: (a) Given: The average life span for a dog is 12 years. The speed of the spaceship is 0.998c.…
Q: e Lorentz contraction formula in relativity theory relates the length L of an object moving at a…
A:
Q: If a m = 81.1 kg person were traveling at v= 0.980c, where c is the speed of light, what would be…
A: The mass of the person (m0) = 81.1 kg. The speed at which the person is traveling v=0.980 c…
Q: The Starship Enterprise, according some Trekkie analysts, is 300 meters long. If it is traveling at…
A: Given value--- actual length of Starship enterprise = 300 m. v = 0.985c . We have to find--- what…
Q: Two spaceships are traveling with a relative velocity of 2.05 x 10^8 m/s. Both carry identical…
A:
In
Pick those that apply.
Any process used to keep time will appear to happen more slowly in a moving object, when seen by an observer not moving with the object. |
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The clock on a spaceship will appear to run slowly to the astronauts on the spaceship. |
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The duration of any "clock" will seem different to different observers moving with respect to the clock and to each other. |
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It is not possible to have events that are simultaneously occuring as seen by all observers in motion with respect to each other and to the event. |
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- If a m = 87.5 kg person were traveling at v = 0.992c, where e is the speed of light, what would be the ratio of the person's relativistic kinetic energy to the person's classical kinetic energy? kinetic energy ratio: What is the ratio of the person's relativistic momentum to the person's classical momentum? momentum ratio:To make the numbers simple we will regard the travelling twin as travelling at 0.866c during the trip (=2) to a planet 10.4 light-years away (this distance was chosen so that the trip time to destination = 12 years in earth frame). The total trip as measured in the earth frame is 24 years. Using the following information above, resolve the question on who is really younger by: a. Applying length contraction, time dilation and relativity of simultaneity.Chapter 37, Problem 030 Stellar system Q, moves away from us at a speed of 0.975c. Stellar system Q2, which lies in the same direction in space but is closer to us, is moving away from us at a speed 0.492c. What multiple of c gives the speed of Q, as measured by an observer in the reference frame of Q;? Number Units
- 4. Relativistic Doppler shift: A spaceship with speed v close to c is moving away from Earth. At regular intervals of time, At', (as measured in the ship's frame), it sends out a light pulse. (a) In the inertial reference frame in which Earth is at rest, give the equation for the time interval between successive pulses being emitted? (b) In the inertial reference frame in which Earth is at rest, what give the equation for the time interval between successive pulses arriving at Earth? Give the answer in terms of v, c and At'. (c) If we convert the arrival time interval into a frequency, via f = 1/At, show that 1 - fs, farrival 1+v/cs» where f = 1/Ať. (This is the formula for the relativistic Doppler shift, by which the light from distant galaxies, moving at relativistic speeds away from us, is red-shifted.) (d) Use the formula from part (c) to find the speed v at which blue light with frequency 650 x 1012 Hz, emitted by the spaceship, will be received on Earth as red light with…A laser beam moving at velocity c relative to us is turned on just as three (hypothetical) observers pass by us in the same direction as the beam. Observer 1 has velocity c/2, observer 2 has velocity 0.999c, and observer 3 has velocity c. If metersticks had different lengths in different frames, or clocks ticked at different rates in different frames, it is not impossible that the first and second observers could measure the beam to be moving at speed c relative to them, but the third observer could not find that the beam is moving at speed c relative to her. Prove this quantitavely.1. A spaceship A (at rest in inertial frame A) of proper length L, =75.0m is moving in the +x direction at a speed v= 0.650c as measured in the Earth frame. Another spaceship B (at rest in inertial frame B) is moving on a parallel path in the opposite direction (-x) with u, =-0.720c as measured in the Earth frame. The two spaceships pass each other. a. What is the velocity and speed parameter of spaceship B in inertial frame A, u,,B' ? b. In inertial frame A, how long does it take for the tip of spaceship B to move from the tip of spaceship A to the tail of spaceship A? c. In inertial frame B, how long does it take for the tip of spaceship B to move from the tip of spaceship A to the tail of spaceship A? d. In the Earth frame, how long does it take for the tip of spaceship B to move from the tip of spaceship A to the tail of spaceship A?
- Two spaceships are moving along the line connecting them. One of the spaceships shoots a missile towards the other. The missile leaves the attacking spaceship at 0.955c and approaches the other at 0.755c. What is the relative velocity of the two spaceships? Express it as a ratio to the speed of light. Let the relative velocity of the spaceships be positive if they are approaching each other and negative if they are moving apart from one another.1. You are an observer in a 100-m long spacecraft traveling from the earth to the moon at 0.8c. (a)What is the proper length of the spacecraft? (b) For a proper time interval of 1 sec., the relativistic time interval for the spacecraft measured from the earth reference frame would be: (c)Time dilation does not apply to all time-dependent physical and biological processes. T/F? (c) What is the relativistic length, DL measured from the reference frame of earth? (d) An APOLLO crew left a flat mirror reflector on the surface of the moon (for all you deniers out there, in the 50th anniversary year of APOLLO 11!). If the average surface-to-surface distance from the earth to the moon is 3.83 x 10^8 m, then how long does it take moonlight to reach earth?The speed of light relative to still water is 2.25 * 10^8 m/s. If the water is moving past us, the speed of light we measure depends on the speed of the water. Do these facts violate Einstein’s second postulate? Explain.
- Suppose 5 rocketships are all traveling in â in some frame S. The speeds are: St (min) 100 B 0 0.25 0.5 0.75 0.99 7 1 How much time passes on the clocks inside each rocketship if 100 minutes elapse on the stationary rocketship?Spaceship A is moving toward the Earth at 0.80c, and spaceship B is moving away from Earth at the same speed, according to observers on a distant planet. At the same moment, very bright lights are turned on at the front of spaceship A and on the back of spaceship B. The light from a)Spaceship A reaches the planet before the light from spaceship B. b)both ships reaches the planet at the same time. b)either ship could reach the planet first, but there's no way to tell in advance. d) Spaceship B reaches the planet before the light from spaceship A.An observer measures a spacecraft’s length to be exactly half of its rest length. a) What is the speed of the ship relative to the observer’s frame of reference? b) By what factor do the spaceship’s clocks run slow relative to clocks in the observer’s frame?