Part 1: Particle lifetime - find the speedWhat is the SPEED of a beam of tauons if their average lifetime is measured to be 7.6x10-13 s? At rest, their lifetime is 2.9x10-13 s.0.92433625Part 2: Passing spaceshipsYou and a friend pass each other1.03562xspaceships that are each traveling 0.26c relative to the other. Your friend takes a nap and you decide time how long your friend's nap takes. In your frame, your friend'sUnbeknownst to you, another person on your friend's ship saw you timing your friend's nap and decided to time how1.035616 hlongPart 3: How fast to reach a certain ratio?you were timingyour friend's nap. Inthat person's frame(which is thenap takes 1 h. Howsame as your friend'slongwasyourfriend's napin their frame?frame), how long were you timing your friend's nap?

Answered: Image /qna-images/answer/5f2fdb7c-5c7f-44eb-87a8-d3593b0e007f.jpg

Part 1: Particle lifetime - find the speed What is the SPEED of a beam of tauons if their average lifetime is measured to be 7.6x10-13 s? At rest, their lifetime is 2.9x10-13 s. 0.92433625 ✔xC Part 2: Passing spaceships You and a friend pass each other 1.03562 x spaceships that are each traveling 0.26c relative to the other. Your friend takes a nap and you decide time how long your friend's Unbeknownst to you, another person on your friend's ship saw you timing your friend's nap and decided to time how 1.035616 h long Part 3: How fast to reach a certain ratio? you were timing your friend's nap takes. In your frame, nap. In that person's frame (which is the your friend's nap takes 1 h. How long was your friend's nap in their frame? same as your friend's frame), how long were you timing your friend's nap?

Part 1: Particle lifetime - find the speed What is the SPEED of a beam of tauons if their average lifetime is measured to be 7.6x10-13 s? At rest, their lifetime is 2.9x10-13 s. 0.92433625 ✔xC Part 2: Passing spaceships You and a friend pass each other 1.03562 x spaceships that are each traveling 0.26c relative to the other. Your friend takes a nap and you decide time how long your friend's Unbeknownst to you, another person on your friend's ship saw you timing your friend's nap and decided to time how 1.035616 h long Part 3: How fast to reach a certain ratio? you were timing your friend's nap takes. In your frame, nap. In that person's frame (which is the your friend's nap takes 1 h. How long was your friend's nap in their frame? same as your friend's frame), how long were you timing your friend's nap?

College Physics

11th Edition

ISBN:9781305952300

Author:Raymond A. Serway, Chris Vuille

Publisher:Raymond A. Serway, Chris Vuille

Chapter1: Units, Trigonometry. And Vectors

Section: Chapter Questions

Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...

See similar textbooks

Similar questions

Find the kinetic energy of the objects in the scenarios. A. A cosmic pion of mass 140 MeV/?2140 MeV/c2 flies through outer space at a speed of 9.61×103 km/s9.61×103 km/s. See the hint for help converting MeV/?2MeV/c2 to kg.
8. Adam and Avani are twins. On their 19th birthday, Avani leaves on a spaceship and travels at 0.80 c. Avani returns to Earth on the day that Adam is celebrating his 35th birthday. How old does Avani believe she is?
Particle X has a speed of 0.850 c and a momentum of 8.85×10-19 kgm/s. What is the mass of the particle? 1.8286*10^27kg Hints: The classical momentum of an object is the product of its mass and its velocity. How does the relativistic momentum look like compared to the classical momentum? Submit Answer Incorrect. Tries 3/99 Previous Tries What is the rest energy of the particle? Tries 0/99 What is the kinetic energy of the particle? Submit Answer Tries 0/99 What is the total energy of the particle? Submit Answer Tries 0/99 Submit Answer
1. If the velocity of your spaceship goes from 0.3c to 0.6c, then your mass will increase bya. 19%b. 38%c. 74%d. 100%e. 200%
Part 2: Passing spaceships You and a friend pass each other in spaceships that are each traveling 0.35c relative to the other. You observe that your spaceship (which you have measured to be 79 m long) is the exact same length as your friend's spaceship. How long is your friend's spaceship in their frame? How long is your spaceship in your friend's frame?
The half-life of a muon at rest is 1.5 micro secs. Muons that have been accelerated to a very high speed and are then held in a circular storage ring have a half-life of 6.2 micro secs. What is the total energy of a muon in the storage ring? The mass of a muon is 207 times the mass of an electron. 0.97c
None
1. A supertrain of proper length 195 m travels at a speed of 0.92c as it passes through a tunnel having proper length 90.0 m. How much longer is the tunnel than the train or vice versa as seen by an observer at rest with respect to the tunnel? meters
1. A spaceship A moves east along the x axis with a speed of 0.80c and a spaceship B moves west toward the spaceship A with a speed of 0.70c as measured by an observer on the Earth. Calculate the speed of the spaceship A measured by an observer in the spaceship B in terms of c.
measured by this observer to be 10 times longer than its lifetime when at rest relative to the observer? 3. The lifetime of a free neutron is 886 s. If a neutron moves with a speed of 2.9 x 108m/s relative to an observer in the lab, what does the observer measure the neutron's lifetime to be? 4. A computer in a laboratory requires 2.50 us to make a certain calcu- lation, as measured by a scientist in the lab. To someone moving past the lab at a relative speed of 0.995c, how long will the same cal- culation take? 5. The formula for length contraction gives the length of an interval on a ruler moving with velocity v relative to an observer as V1-v²/c² times the length of the same interval on a ruler at rest with respect to the observer. By what fraction is the length of a meter stick reduced if its velocity relative to you is measured to be 95 percent the speed of light? 6. If an electron is speeding down the two-mile-long Stanford Linear Accelerator at 99.98 percent the speed of light,…
Part 1: Impossible Statements Which of the following statements are IMPOSSIBLE? Choose all that are. The rocket's speed was measured to be 0.15c. The rocket's rest length is 685 m. An observer flying by measured the rocket to be 185 m long. A rocket flying away from the Sun at 0.53c measured the speed of the photons (particles of light) emitted by the Sun to be c. An inertial reference frame had an acceleration of 3 m/s². The proper time interval between two events was measured to be 237 s. The time interval between the same two events (as measured by an observer not in the proper frame) was 167 s. Part 2: True Statements Which of the following statements are TRUE? Choose all that are. The Lorentz factor, y, has a range that extends from zero to infinity. The range for the velocity of an object extends from 0 m/s to the speed of light. The elapsed time between two events (as seen in any frame) can never be less than the proper time for those two events. An object's length (as seen in…
Y6