- #1
dom_quixote
- 47
- 9
Imagine a tangran puzzle, in which an extra piece "y", identical to piece 'x', is maliciously added.
No matter how hard the player tries, he will never be able to restore the game's original form, that is: a perfect square.
This illustration has a clear purpose:
If gravitational mass and inertial mass are in fact identical, isn't one of them unnecessary?
Will the mass puzzle be finally solved by discarding one of the masses?
No matter how hard the player tries, he will never be able to restore the game's original form, that is: a perfect square.
This illustration has a clear purpose:
If gravitational mass and inertial mass are in fact identical, isn't one of them unnecessary?
Will the mass puzzle be finally solved by discarding one of the masses?