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Physics & Astronomy
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The Cosmic Perspective
Quiz 26: Space and Time
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Question 41
Multiple Choice
You can see a clock in a spaceship moving past you at 90% of the speed of light.According to you,how much time would pass while the clock in the spaceship ticked through one minute?
Question 42
Multiple Choice
In relativity,two people share the same reference frame only if what is true?
Question 43
Multiple Choice
Kim is in a spaceship moving past you at half the speed of light.Which of the following correctly describes how you will perceive each other's time?
Question 44
Essay
Explain why relativity allows us to travel,in principle,to the center of the Milky Way,but we would never be able to tell our friends back home about it.
Question 45
Essay
A clever student decides to spend time cruising around the local solar neighborhood at a speed of 0.95c (95 percent of the speed of light).How much time will pass on her spacecraft during a period in which 70 years pass on Earth?
Question 46
Essay
Suppose you stay home on Earth while your twin sister takes a trip to a distant star and back in a spaceship that travels at 99 percent of the speed of light.If both of you are 25 years old when she leaves and you are 45 years old when she returns,how old is your sister when she gets back? Hint: Recall that the time dilation formula is:
t
′
=
1
−
(
v
c
)
2
t
t^{\prime}=\sqrt[t]{1-\left(\frac{v}{c}\right)^{2}}
t
′
=
t
1
−
(
c
v
)
2
where t is the time according to the person at home and is the time for the traveler.
Question 47
Essay
Process of Science: Devise an experiment you could conduct (using any technology you can dream up-it doesn't have to already exist)to test a prediction of special relativity.
Question 48
Multiple Choice
Which of the following statements best describes what is "relative" in the theory of relativity?
Question 49
Essay
Julia is traveling away from you at 0.95c when she shoots a probe forward from her spacecraft.According to her,the probe travels at 0.8c.How fast do you see the probe going?
Question 50
Multiple Choice
What do we mean by length contraction in relativity?
Question 51
Multiple Choice
What do we mean by time dilation in relativity?
Question 52
Multiple Choice
A man is moving by you at a speed close to the speed of light.Which of the following correctly summarizes the effects you would notice on his mass,size,and time?
Question 53
Multiple Choice
You are in an airplane,traveling relative to the ground at 500 km/hr.You throw a baseball toward the front of the plane at a speed of 50 km/hr.How fast would someone on the ground say the baseball is moving?
Question 54
Multiple Choice
You and Mae are in free-float frames.Mae has just passed you,traveling at a speed of 60 km/hr.You throw a ball toward her at a speed of 60 km/hr.What will Mae see the ball doing?
Question 55
Essay
Recall that a π⁺ meson produced at rest has a lifetime of 18 billionths of a second.Thus,in its own reference frame,a π⁺ meson will always "think" it is at rest and therefore decay after 18 billionths of a second (1.8 × 10⁻⁸ s).Suppose a π⁺ meson is produced in a particle accelerator traveling at 0.998c. a.According to scientists in the lab,how long will the π⁺ meson last compared to its normal lifetime of 18 billionths of a second (e.g. ,shorter,the same,or longer)? b.Recall that the time dilation formula is:
t
′
=
1
−
(
v
c
)
2
t
t^{\prime}=\sqrt[t]{1-\left(\frac{v}{c}\right)^{2}}
t
′
=
t
1
−
(
c
v
)
2
0 where t is the time in the laboratory and is the time for the moving particle.Use the time dilation formula to calculate how long scientists will see the π⁺ meson last before it decays.
Question 56
Multiple Choice
A super train is moving along a track at a speed close to the speed of light.You are watching the train from the ground.You observe lightning to strike in two places along the track,a mile apart,at precisely the same time.What would someone on the train say?
Question 57
Essay
Suppose a supersonic airplane flies at a speed of 1,650 km/hr from Nairobi,Kenya,to Quito,Ecuador;note that this is the same speed that Earth rotates,but in the opposite direction.Describe how this flight would look to an observer on the Moon.