distance traveled by the car after two hours of travel a. as observed from the Earth's frame b. as observed from the bicycle's frame Cas observed from the car's own frame
distance traveled by the car after two hours of travel a. as observed from the Earth's frame b. as observed from the bicycle's frame Cas observed from the car's own frame
Related questions
Question
100%
Relativi

Transcribed Image Text:Earth's frame
O
Bicycle's frame
5 mph
5 mph
This sketch shows the speeds relative to the Earth or, as we will often say, "speeds
observed from the Earth's reference frame." (We could also say "speeds from my
frame" or "speeds from the sidewalk's perspective" or "speeds from the sidewalk's
frame" or "speeds in the sidewalk's frame." All of these phrases have the same
meaning.)
The Paradox of the Mirror
But I'm not the only person who can observe this scene. The cyclist is just as good
a person as I am. From the point of view of the cyclist, the car is still moving, but it's
not drawing away from him as quickly as it's drawing away from me; in fact, it's mov-
ing at 15 miles/hour as observed from the bicycle's reference frame. Meanwhile, from
the point of view of the cyclist, the home is drawing away from the bicycle. In fact,
it is moving left at 5 miles/hour (or, what is the same thing, right at -5 miles/hour).
Here's a sketch of the situation from the cyclist's point of view:
Ò
20 mph
0 mph
5
15 mph

Transcribed Image Text:1.2 Distance traveled in various frames. In the situation shown on page 5, find the
distance traveled by the car after two hours of travel
a. as observed from the Earth's frame
b. as observed from the bicycle's frame
c. as observed from the car's own frame
Expert Solution

Step 1
In given we are asked to find distance travelled by car as observed from different frames.
In order to find the distance we have to find speed of the car relative to the corresponding frame which can be found using relative speed concept.
Trending now
This is a popular solution!
Step by step
Solved in 2 steps with 1 images
