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You are traveling in a spaceship going at β=0.875 with respect to the earth. A friend...
1. Suppose that you are on a spaceship traveling at a constant velocity of 0.770c. While...
1. Suppose that you are on a spaceship traveling at a constant velocity of 0.770c. While riding along inside the spaceship, you measure the length of your own ship (in the direction of motion) to be 100. meters long a. As you speed past the Earth at constant velocity, what do observers on Earth measure the length of your spaceship to be? A. 53.8 m B. 63.8 m C. 73.8 m D. 83.8 m E. 93.8 m b. As you...
A spaceship leaves Earth traveling at 0.75 c. A second spaceship leaves the first at a...
A spaceship leaves Earth traveling at 0.75 c. A second spaceship leaves the first at a speed of0.92 c with respect to the first. Part A Calculate the speed of the second ship with respect to Earth if it is fired in the same direction the first spaceship is already moving. Take the positive direction in the direction of the first spaceship. Express your answer using two significant figures. u = ?c SubmitMy AnswersGive Up Part B Calculate the speed...
A spaceship travels with a speed of 0.3 c as it passes by the Earth on...
A spaceship travels with a speed of 0.3 c as it passes by the Earth on its way to a distant star, as shown in the diagram below. The pilot of the spaceship measures the length of the moving ship as 40 m. 0.3 c Earth Determine its length as measured by a person on Earth. (part 2 of 3) The pilot of the spaceship observes that the spaceship travels for 4 years. Determine how much time has passed according...
Suppose Person A is traveling on a spaceship going 50% of the speed of light. Person...
Suppose Person A is traveling on a spaceship going 50% of the speed of light. Person A measures the length of the spaceship to be 10 meters. How long would a Person B measure the spaceship if person B were on a planet as the spaceship passed by? 10 m 9.33 m 8.70 m 6.47 m
Practice Problem 27.3 SOLUTION A spaceship flies past earth with a speed of 0.980c (about 2.97...
Practice Problem 27.3 SOLUTION A spaceship flies past earth with a speed of 0.980c (about 2.97 x 10 m/s) relative to earth. A crew member on the spaceship measures its length, obtaining the value 400 m. What is the length measured by observers on earth? SET UP The length of the spaceship in the frame in which it is at rest (400 m) is a proper length in this frame, corresponding to lo in We want to find the length...
QUESTION 1: A spaceship traveling east flies directly over the head of an inertial observer who...
QUESTION 1: A spaceship traveling east flies directly over the head of an inertial observer who is at rest on the earth's surface. The speed of the space ship can be found from this relationship: sqrt(1 - (v^2/c^2) = 1/2 ------------------------------------------------------------------------------------------------------------------------------------------------------- SHOW all CALCULATIONS and FORMULAS, for full credit to be received (Parts (a) through (e) ------------------------------------------------------------------------------------------------------------------------------------------------------ (a) The observer is 5 feet all. According to the navigator of the space ship, how tall is the observer? [Answer 5 ft]...
If you were in a spaceship traveling at a speed close to the speed of light...
If you were in a spaceship traveling at a speed close to the speed of light (with respect to Earth) your notice that your mass is different than normal. some of your physical dimensions were smaller than normal your pulse rate is different than normal. None of these effects occur. More than one of these effects occur.
please help 2. Now we are going to look at problem 1 again, but this time...
please help
2. Now we are going to look at problem 1 again, but this time we are going to set the spaceship as the inertial stationary frame, meaning that the Earth is defined as the moving frame and traveling away from you. 1B:.8740 ; P = 2.058yr a. Using your answer from Ib as the speed of the moving frame, V, what is the speed of the Earth with respect to your spaceship? Using a Galilean Transformation equation for...
piloting a state-of-the-art spaceship to α Centauri, which is a star about 4 lightyears away as measured from Earth. Your ship cruises at a speed of 0.6c. For this problem, you can assume that Ea...
piloting a state-of-the-art spaceship to α Centauri, which is a star about 4 lightyears away as measured from Earth. Your ship cruises at a speed of 0.6c. For this problem, you can assume that Earth and a Centauri are at rest with respect to each other. At your journey's midpoint, you decide to send a souvenir package to your folks back home. You launcha probe back to Earth at a speed of v 0.8c from your perspective. a. How long...
Train Ride You are on a train traveling east at speed of 23 m/s with respect...
Train Ride You are on a train traveling east at speed of 23 m/s with respect to the ground. you wal e toward thc front of the train, with a speed of 2.8 m/s with respect to the train, what is your velocty with respect to the ground /s eastSubmit it m 2) If you walk west toward the back of the train, with a speed of 2.6 m/s with respect to the train, what is your velocity with respect...
1. Suppose that you are on a spaceship traveling at a constant velocity of 0.770c. While riding along inside the spaceship, you measure the length of your own ship (in the direction of motion) to be 100. meters long a. As you speed past the Earth at constant velocity, what do observers on Earth measure the length of your spaceship to be? A. 53.8 m B. 63.8 m C. 73.8 m D. 83.8 m E. 93.8 m b. As you...
Practice Problem 27.3 SOLUTION A spaceship flies past earth with a speed of 0.980c (about 2.97 x 10 m/s) relative to earth. A crew member on the spaceship measures its length, obtaining the value 400 m. What is the length measured by observers on earth? SET UP The length of the spaceship in the frame in which it is at rest (400 m) is a proper length in this frame, corresponding to lo in We want to find the length...
If you were in a spaceship traveling at a speed close to the speed of light (with respect to Earth) your notice that your mass is different than normal. some of your physical dimensions were smaller than normal your pulse rate is different than normal. None of these effects occur. More than one of these effects occur.
please help
2. Now we are going to look at problem 1 again, but this time we are going to set the spaceship as the inertial stationary frame, meaning that the Earth is defined as the moving frame and traveling away from you. 1B:.8740 ; P = 2.058yr a. Using your answer from Ib as the speed of the moving frame, V, what is the speed of the Earth with respect to your spaceship? Using a Galilean Transformation equation for...
piloting a state-of-the-art spaceship to α Centauri, which is a star about 4 lightyears away as measured from Earth. Your ship cruises at a speed of 0.6c. For this problem, you can assume that Earth and a Centauri are at rest with respect to each other. At your journey's midpoint, you decide to send a souvenir package to your folks back home. You launcha probe back to Earth at a speed of v 0.8c from your perspective. a. How long...
Train Ride You are on a train traveling east at speed of 23 m/s with respect to the ground. you wal e toward thc front of the train, with a speed of 2.8 m/s with respect to the train, what is your velocty with respect to the ground /s eastSubmit it m 2) If you walk west toward the back of the train, with a speed of 2.6 m/s with respect to the train, what is your velocity with respect...
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