Imagine that pens were mounted beside the mirrors that are L apart in the moving frame. How does the separation of the lines that they would draw on a piece of paper lying on the ground in S compare to L, the separation measured in the rest frame of the mirrors? ▸ View Available Hint(s) It is larger than L. It is equal to L. It is less than L. Submit

icon
Related questions
Question
2
▼
▼
Part B
Imagine that pens were mounted beside the mirrors that are L apart in the moving frame. How does the separation
of the lines that they would draw on a piece of paper lying on the ground in S compare to L, the separation
measured in the rest frame of the mirrors?
View Available Hint(s)
O It is larger than L.
OIt is equal to L.
OIt is less than L.
Submit
Part C
We now want to consider the length of the path the light traverses in the clock from the point of view of an observer in
reference frame S. One expression for the length of this path is simply: Ls = tsc/2-that is, the length of the path
is simply the distance that light travels in one half-tick.
Use geometry to find another expression for the length of a one-way trip Ls (e.g., from the source to the top mirror)
according to this observer.
Express your answer in terms of the time ts, v, and L.
View Available Hint(s)
Ls=
Submit
Part D
ts=
ΨΕ ΑΣΦ
What is the time ts between the ticks of the light clock as viewed from reference frame S?
Express the time of these ticks in terms of to (the ticks in the frame of the clock), the relative speed v, and
the speed of light c.
▸ View Available Hint(s)
Submit
?
IVE| ΑΣΦ
?
Transcribed Image Text:▼ ▼ Part B Imagine that pens were mounted beside the mirrors that are L apart in the moving frame. How does the separation of the lines that they would draw on a piece of paper lying on the ground in S compare to L, the separation measured in the rest frame of the mirrors? View Available Hint(s) O It is larger than L. OIt is equal to L. OIt is less than L. Submit Part C We now want to consider the length of the path the light traverses in the clock from the point of view of an observer in reference frame S. One expression for the length of this path is simply: Ls = tsc/2-that is, the length of the path is simply the distance that light travels in one half-tick. Use geometry to find another expression for the length of a one-way trip Ls (e.g., from the source to the top mirror) according to this observer. Express your answer in terms of the time ts, v, and L. View Available Hint(s) Ls= Submit Part D ts= ΨΕ ΑΣΦ What is the time ts between the ticks of the light clock as viewed from reference frame S? Express the time of these ticks in terms of to (the ticks in the frame of the clock), the relative speed v, and the speed of light c. ▸ View Available Hint(s) Submit ? IVE| ΑΣΦ ?
Part A
What is the period to between successive ticks of the clock in its rest frame?
Express your answer in terms of variables given in the introduction.
to =
2L
Submit Previous Answers
Correct
>
Transcribed Image Text:Part A What is the period to between successive ticks of the clock in its rest frame? Express your answer in terms of variables given in the introduction. to = 2L Submit Previous Answers Correct >
Expert Solution
trending now

Trending now

This is a popular solution!

steps

Step by step

Solved in 2 steps

Blurred answer