What marks the physical path among all imagined ones?
- Stationary action
- Longest duration
- Largest peak force
What quantity does Hamilton principle concern?
- The momentum at the end
- The force at each instant
- The action of the whole path
Varying a path keeps both endpoints fixed.
Circle one: True False
Two arcs join the same throws; only one has stationary action. Which is real?
- The stationary one
- The higher one
- The shorter-time one
Stationarity under all pinned bends returns what?
- Conservation of energy directly
- The uncertainty relation
- The Euler-Lagrange equation
What does stationary mean, precisely?
- The action is exactly zero
- No first-order change under small bends
- The path is a straight line
You vary a path but let the end time slide. What breaks?
- Nothing, the principle ignores ends
- Boundary terms appear and the derivation fails
- The action becomes exactly zero
A student says the principle always picks least action. What is wrong?
- Action has no minima at all
- Stationary includes maxima and saddles, not only minima
- Only instants matter, never wholes