Roller Coaster Problem Help NEEDED

In summary, the conversation discusses a problem involving a vertical loop with a radius of 5.40 m. The goal is to find the apparent weight of a rider on the roller coaster at the bottom of the loop, assuming no friction between the coaster and the rails. The conversation also mentions using the conservation of energy to calculate the mass, but there is confusion due to the lack of initial and final heights. The speaker asks for advice on how to begin solving the problem.
  • #1
FahimP
14
0

Homework Statement


Suppose the vertical loop has a radius of 5.40 m. What is the apparent weight (Wap) of a rider on the roller coaster at the bottom of the loop? (Assume that friction between roller coaster and rails can be neglected. Give your answer in terms of m and g.)




Homework Equations



NA

The Attempt at a Solution


this problem was very long and it had like 5 parts to it. 1st part was to calculate the speed on the top of coaster . Second part was to calculate the speed at several different points.
The third part has gotten me a little confused. I was thinkink about using the conservation of energy to calculate the mass but there is no this confuses me because it turns out to be zero because there is no initial height or final height.

SO any advice or tips or hints on how to start would be great !

Homework Statement



na

Homework Equations


na

The Attempt at a Solution


 
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  • #2
Have you made any progress?
 

FAQ: Roller Coaster Problem Help NEEDED

1. What is the Roller Coaster Problem and why is it important?

The Roller Coaster Problem is a mathematical optimization problem that involves finding the optimal shape of a roller coaster track that will provide the most exciting ride while also ensuring the safety of the riders. It is important because it can help engineers design more thrilling and safe roller coasters.

2. What are the main factors that affect the solution to the Roller Coaster Problem?

The main factors that affect the solution to the Roller Coaster Problem are the shape and length of the track, the forces acting on the riders, and the constraints such as maximum height and speed limits.

3. What methods or algorithms can be used to solve the Roller Coaster Problem?

There are several methods and algorithms that can be used to solve the Roller Coaster Problem, including genetic algorithms, simulated annealing, and gradient descent. These methods use a combination of mathematical equations and simulations to find the optimal solution.

4. How is the safety of the riders ensured in the Roller Coaster Problem?

The safety of the riders is ensured by considering the forces acting on them, such as gravitational force, centripetal force, and air resistance. The track design must also follow safety guidelines and regulations to prevent accidents.

5. Are there any real-world applications of the Roller Coaster Problem?

Yes, the Roller Coaster Problem has real-world applications in the amusement park industry. It can help engineers design new and exciting roller coasters while also ensuring the safety of the riders. It can also be used to optimize existing roller coasters for a better experience.

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