Can You Solve This Challenging IITJEE Physics Problem in Under 30 Minutes?

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SUMMARY

The forum discussion centers on a challenging IITJEE Physics problem involving a point object of mass m moving in a circular path and a man moving along the y-axis. The problem requires calculating the linear momentum of the object with respect to the man as a function of time, using non-relativistic transformations. Participants emphasize the importance of solving the problem within 30 minutes to demonstrate proficiency suitable for IIT entrance exams. The discussion highlights the need for a clear understanding of momentum transformations in non-relativistic physics.

PREREQUISITES
  • Understanding of linear momentum in classical mechanics
  • Knowledge of non-relativistic transformations
  • Familiarity with circular motion concepts
  • Basic skills in solving physics problems under time constraints
NEXT STEPS
  • Study non-relativistic momentum transformations in detail
  • Practice solving circular motion problems in physics
  • Explore IITJEE preparation strategies for time management
  • Review past IITJEE Physics questions for problem-solving techniques
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Students preparing for the IITJEE, physics educators, and anyone interested in mastering problem-solving techniques in classical mechanics.

Nirav Chavda
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damn!... it took me a total of 30 minutes to solve this problem... too much for an IITian.
Anywayz.. i would like to give this question to you, if you solve it within 30 minutes you're Great!
If within 45 minutes, you're just fit for an IIT entrance exam.
just try it.

question- a point object of mass m, moving in a circular path of radius "r" with a uniform speed v1 is at x at t=0. at the same time a man starts moving with uniform speed v2 along y-axis from origin .
Find the linear momentum of the object with respect to the man as a function of time.

note- here x is any point lying on the x-axis such that it is the point lying on the circle. here the circular path is inscribed between "x" and the origin and lies on x-axis. so you can count r= x/2.
 
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Seems straightforwards - find the momentum in the problem statement frame, then transform it to the specified moving frame. I assume this is non-relativistic, so you'd use the non-relativistic transform rathre than a Lorentz boost.

What approach did you use? Maybe you should pretend you didn't actually solve the problem and post this to Homework help...
 
This is 2003 Physics IITJEE question,i believe.!
 

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