How far will a motorcycle travel before coming to a halt?

In summary, the conversation discusses a problem involving a uniformly retarded motorcycle traveling a distance of 250 meters in two time periods of 10 seconds and 20 seconds. By using the equation for distance, velocity, and acceleration, it can be determined that the motorcycle has a retardation of 2.5. The conversation also mentions the importance of considering the initial velocity in each time period and suggests an alternative method for solving the problem.
  • #1
Kartik.
55
1
1. A uniformly retarded moving motorcycle covers 250 meters in the first 10 seconds and and 250 meters in the next 20 seconds.How much will it travel more to come before coming to a halt?


250 = 10u - 50a , 250 = 20u - 200a. On solving these i get and a retardation of 2.5.
 
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  • #2
Kartik. said:
1. A uniformly retarded moving motorcycle covers 250 meters in the first 10 seconds and and 250 meters in the next 20 seconds.How much will it travel more to come before coming to a halt?


250 = 10u - 50a , 250 = 20u - 200a. On solving these i get and a retardation of 2.5.



Although it is hard to understand your work, which was not well explained, I get that you applied the equation d = ut + (1/2)at2 twice, once for each time period. This is the correct thing to do.

Did you assume that 'u' was the same between both equations? Because it's not the same u. The u in your first equation is the initial velocity at the beginning of the 10 second period. The u in your second equation is the initial velocity at the beginning of the 20 second period. These are not the same, but you can *relate* them using the equation for speed vs time.
 
  • #3
An alternative method to the one above, that gives you two equations with the same u (initial velocity) would be to use the fact that you know how far the bike has traveled after 30 seconds :)
 

Related to How far will a motorcycle travel before coming to a halt?

1. What is one dimensional motion?

One dimensional motion refers to the movement of an object along a straight line in one direction. This means that the object is only able to move forward or backward, and does not deviate from its path.

2. How is one dimensional motion different from two or three dimensional motion?

One dimensional motion only occurs along a single straight line, while two or three dimensional motion can occur in multiple directions and on different planes. In one dimensional motion, the object's position can be described using only one coordinate, while in two or three dimensional motion, multiple coordinates are needed.

3. What factors affect one dimensional motion?

The speed of the object, the direction of its movement, and any forces acting on the object can all affect one dimensional motion. Additionally, the object's mass and the surface it is moving on can also impact its motion.

4. How is one dimensional motion measured?

One dimensional motion is typically measured using a distance-time graph, which plots the distance an object has traveled over time. The slope of the graph can be used to determine the object's speed, and the area under the graph can be used to calculate the object's displacement.

5. What are some real-life examples of one dimensional motion?

One dimensional motion can be observed in many everyday situations, such as a car driving in a straight line, a ball rolling down a ramp, or a person walking in a straight line. It can also be seen in more complex systems, such as the motion of planets in our solar system along their orbital paths.

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