What is your velocity relative to the bus?

In summary, the bus is moving 2 m/s and when you walk towards the front at 4 m/s, your new velocity relative to the ground is 6 m/s. If you walk backwards at 4 m/s, your velocity relative to the ground would be -2 m/s. To solve this type of problem, draw out the vectors and use the given information to determine the relative velocities.
  • #1
missie
38
0
It's rush hour, you are heading home, and your bus is suck in traffic. It is moving 2 m/s. you get frustrated and decide to walk towards the front of the bus at 4 m/s. What is your new velocity relative to the ground?

a. what is your velocity relative to the bus?

b. what if you decided to walk 4 m/s backwards?

can someone help me solve this. I have many problem like this but don't know the steps to it.
Thanks ;] <3
 
Last edited:
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  • #2


is there anyone that can help me on this question?
 
  • #3


Draw out the vectors. If the bus is heading forward at 2 m/s with respect to the ground, and you walk 4 m/s forward with respect to the bus, what speed would a person standing on the ground away from the bus see you moving at (with respect to the ground)? It's kind of hard to explain without giving the answer away. There must be at least one example of this in your textbook.
 
  • #4


it's not a textbook because a teacher just gaves us questions.
 
  • #5


is the new velocity 6 m/s?
 
  • #6


=====> 2m + =======>4m rights?
 
  • #7


b should be.

=====> 2m/s
<===== 4m/s


= -2m/s?
 
  • #8


nevermind i did it again and got.

a. 2m/s

b. 6m/s

right?
 
  • #9


Your first answers were correct. Why did you change them?
 
  • #10


so that mean a is 6 m/s and b is -2 m/s?
 

1. What does velocity relative to the bus mean?

Velocity relative to the bus refers to the speed and direction at which an object is moving in relation to the bus. It takes into account the motion of both the object and the bus.

2. How is velocity relative to the bus calculated?

Velocity relative to the bus is calculated by taking the difference between the object's velocity and the velocity of the bus. This can be expressed as v = vobject - vbus.

3. Why is it important to know one's velocity relative to the bus?

Knowing one's velocity relative to the bus is important in understanding the motion and position of an object in relation to the bus. It can also help in predicting how the object will move and interact with the bus.

4. Does the velocity relative to the bus change as the bus moves?

Yes, the velocity relative to the bus will change as the bus moves. This is because the object's velocity remains constant while the bus's velocity is constantly changing, thus affecting the relative velocity between the two.

5. How is velocity relative to the bus different from velocity relative to the ground?

Velocity relative to the bus takes into account the motion of the bus, while velocity relative to the ground does not. The ground is often considered as a stationary reference point, while the bus is a moving reference point. Therefore, an object's velocity relative to the ground may be different from its velocity relative to the bus.

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