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Attributes inference using centrality measure in online social networks

Summary (or abstract) not available for this node.
Aashutosh 89 Aashutosh's picture 1 week 1 day ago

QId cm/scj/03001

[A] Calculate the value of the action integral between the limits $t=0$
      and $t=T$ for a a particle falling under influence of gravity along the
      following three paths.

 (i)  for a fictitious motion with path given by $z= at.$
 (ii) for a second fictitious path given by $z=bt^3.$
 (iii) for the real motion $z={1\over 2} g t^2. $

      where the constants $a, b$ must be determined so that the initial and
      final positions coincide with the rules of variation in the action
      principle.

   [B] Check if  the action integral has smaller value for the real motion
      in(c) than the fictitious ones (a) and (b). Discuss the result you have
      obtained and write conclusions you may draw about the action principle.

kapoor 46 kapoor's picture 1 week 2 days ago

QM Analysis/Applications Problems Repository-06

Repository of problems on Postulates of Quantum Mechanics.

All problems fall  under "Analysis and Application" level of Bloom's Taxonomy. 

 

Use navigation links at the right bottom of the page

kapoor 46 kapoor's picture 1 week 2 days ago

QM Recall/Comprehension Questions Repository-06 General Principles of Quantum Mechanics

Summary (or abstract) not available for this node.
kapoor 46 kapoor's picture 1 week 2 days ago

CM Synthesis/Creation/Judgment Problems Repository-03 Action Principle

Summary (or abstract) not available for this node.
kapoor 46 kapoor's picture 1 week 2 days ago

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