Question

In: Physics

QUESTION 2 1.   Two people in different inertial reference frames are observing a ball as it...


QUESTION 2
1.   Two people in different inertial reference frames are observing a ball as it moves through the air. One person claims to observe the ball to go straight up and then straight down. The other person claims to observe the ball to move in a parabolic path. What can we say about these two claims?

a.   These two claims are mutually incompatible. The ball follows only a single path. Either it goes in a straight line up and down or it goes in a parabolic path. It cannot go in both paths simultaneously.

b.   These two claims are mutually incompatible. One of the observers is purposely lying.

c.   These two claims are mutually incompatible. One observer needs to have an eye examination to check for a vision problem.

d.   These two claims are compatible and are consistent with the laws of physics.

QUESTION 3
1.   Person A is riding in a high speed train car which also contains two flashlamps (one in the front of the train car and one in the back of the train car). The train car has a constant velocity of 150 km/hr south. The two flashlamps are equidistant from Person A. Both of the lamps give off a flash of light that arrive at Person A simultaneously. Person B is standing beside the train track and observes person A and the two lamps. Will Person B observe the two flashes of light to arrive simultaneously at Person A?

a.   Yes

b.   No

c.   Don't select this answer.

d.   Don't select this answer.      

QUESTION 11
1.   Super Physics Dude is training for the Super Olympics and is able to run really fast. He can run at 0.806 c (where c is the speed of light which is 3.00 X 10^8 m/s). He is trying to impress his friend Super Chemistry Lady and waves at her as run past at 0.806 c. He measures each of his waves to take 1.00 seconds. How long does Super Chemistry Lady measure for each wave?

   1.00 seconds

   0.592 seconds

   1.69 seconds

   2.27 seconds

Solutions

Expert Solution

Genererally to avoid such ambiguity we choose the frame of reference according to which we will define the motion of the body. But there is no hard and first rule about this choice. Like in the above given example we can tell that the path of the body is a straight line with respect to B or we may tell parabola with respect to C.

Note: if we choose moving reference frame then we have to use pseudo force in the direction opposite to the actual motion of the body.


Related Solutions

Which of the following inertial reference frames are proper frames for the two events listed? Choose...
Which of the following inertial reference frames are proper frames for the two events listed? Choose all that apply. RED FRAME: Event A happened at a different place than event B. ORANGE FRAME: Event C happened at (-7 m, 3 m, 4 m) and event D happened at (-7 m, 3 m, 5 m). YELLOW FRAME: The distance between where event E occurred and where event F occurred was 0 m. GREEN FRAME: A rocket was traveling at a constant...
Two inertial frames of reference, denoted by S and S', are in uniform relative motion such...
Two inertial frames of reference, denoted by S and S', are in uniform relative motion such that the origin O' moves at constant velocity V = V0(êxcosβ + êysinβ) relstive to O. In frame S, a particle moves along the space curve prescribed by the vector position r = êx4(3t^2 – t^4) + êy(t^3+2t)+êz(2t^2 +3t)^2. (a) Find the velocity of the particle relative to O′. (b) Show explicitly that the acceleration of the particle is the same in both frames...
For the equations of motion to be correct, the coordinate reference frames must be inertial. Is...
For the equations of motion to be correct, the coordinate reference frames must be inertial. Is the geocentric-equatorial coordinate system, commonly used for spacecraft, a truly inertial reference frame? Why or why not? If not, why can we use it?
1. Provide an example of an inertial frame of reference and a non-inertial frame of reference....
1. Provide an example of an inertial frame of reference and a non-inertial frame of reference. Explain the difference. 2. Using the Michelson-Morley experiment as an example, explain why classical mechanics was unable to explain natural phenomena. 3. Using at least one of Einstein's "thought-experiments", explain how special relativity addresses how it is possible for observers in two different inertial reference frames to “disagree” about time and distance intervals. 4. Describe how special relativity explains the conditions under which classical...
1. Provide an example of an inertial frame of reference and a non-inertial frame of reference....
1. Provide an example of an inertial frame of reference and a non-inertial frame of reference. Explain the difference. 2. Using the Michelson-Morley experiment as an example, explain why classical mechanics was unable to explain natural phenomena. 3. Using at least one of Einstein's "thought-experiments", explain how special relativity addresses how it is possible for observers in two different inertial reference frames to “disagree” about time and distance intervals. 4. Describe how special relativity explains the conditions under which classical...
Answer it in detail (1-2 paragraphs) 1. Define a reference frame and then an inertial reference...
Answer it in detail (1-2 paragraphs) 1. Define a reference frame and then an inertial reference frame. Give example of both inertial and non-inertial reference frames. 2. Explain the concept of time dilation. What is the twin paradox? 3. Explain why it is impossible for an object to travel at the speed of light (Hint: evaluate the energy of the object) 4. Discuss the importance of the photoelectric effect in the context of quantum physics. 5. What is the de...
Outline how the constancy of the speed of light across all inertial reference frames contributes to...
Outline how the constancy of the speed of light across all inertial reference frames contributes to the stated consequence: If a very short pulse of light originates at space-time coordinates (x1,y1,z1,t1), the future spacetime coordinates of the pulse (x2,y2,z2,t2) obey the following relationship (x2-x1)^2+(y2-y1)^2+(z2-z1)^2-c^2(t2-t1)^2=0 and the same relationship holds for the pulse of light measured in any other inertial reference frame.
Consider two events, A and B. In an inertial reference frame S, event A occurs at...
Consider two events, A and B. In an inertial reference frame S, event A occurs at a time deltaT after event B, and event A occurs as positive x=0 and event B at x=L. From another reference frame S', it was observed that events A and B occur simultaneously. Given this information, what is the relative velocity of S' to S? Express answer in terms of the speed of light c, and the parameters given in the problem. (If you...
let us consider two inertial frames S and S'. The frame S' moves along the common...
let us consider two inertial frames S and S'. The frame S' moves along the common positive direction of the x and x' . Two events A and B occur at the origin of S with timer interval of 2 sec, I.e. xa=xB=0 and Delta t_AB=tA-tB=2s. the time interval Delta t'_AB measured in S' is 3 s. Now let us consider two events C and D occurring at the origin S'. if the time interval Delta t'_CD measured in S'...
In an inertial reference frame S, two objects A and B of equal rest mass m...
In an inertial reference frame S, two objects A and B of equal rest mass m collide head on with equal but opposite velocities 4c/5 and stick together to form a final object C. In a different inertial reference frame S’, one object A is seen to be initially at rest. (a) Determine the rest mass of the final object C by applying appropriate conservation laws in the S frame. (b) What is the velocity of the moving object B...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT