Question:

If F1(Q,q)=Qq F_1(Q, q) = Qq is the generating function of a canonical transformation from (p,q)(p, q) to (P,Q)(P, Q), then which one of the following relations is correct?

Updated On: Feb 8, 2025
  • pP=Qq \frac{p}{P} = \frac{Q}{q}
  • Pp=Qq \frac{P}{p} = \frac{Q}{q}
  • pP=Qq \frac{p}{P} = -\frac{Q}{q}
  • Pp=Qq \frac{P}{p} = -\frac{Q}{q}
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The Correct Option is C

Solution and Explanation

The correct option is (C) :pP=Qq \frac{p}{P} = -\frac{Q}{q}
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