What would happen if an unstoppable force meets an imoveable object?
Answers:
The unimaginable.
You realize that you've been playing WoW too much and go outtside to reaquaint yourself with that giant glowing ball called "the sun".
If an unstoppable force existed in the universe, it would mean that an immovable object couldn't exist and vice versa.
The two are mutually exclusive.
Nothing it would never happen as the two cannot coexist.
They stand there and groan really loudly.
Is this a question for physics or for philosophy?
Since energy has dissipate somehow, one or the other or both would break into enough pieces to displace the energy.
BIG bang maybe.
i did that when a car pulled out on me and wham pain breaking bones the sound of breaking glass and the high pitched sound of a motorbike reeving at full throttle then finally unconsioness
An infinite amount of energy would be released.
Something's gotta give.
The force will hit the object, then deflect. Its unstoppable, not undivertable.
The Force wins through as most forces pervade matter.
.T'was brillag, and the slithy tothes did gire and gimble in the wabe, for mimsy was the baragroves and the mougrats outgrabe.
that's 2 for me!
Not much.but it would go on forever.
if the object is immoveable it doesnt mean it cannot be destoyed, it is a poor question at best
seperate like me and my husband!!!!
Nothing has its totally impossible
Nothing, people will just keep asking this same question over and over and over again.
The seeming paradox is only because of the definitions of the words "unstoppable force" and "immovable object" -- which are conveniently not stated when
posing the riddle. The definition of an unstoppable force will mean that it will move ANY object. The definition of an immovable object will mean that there exists no force which can move it. Thus one precludes the other. In science the definitions of the various words should be clearly stated or understood. Otherwise everyone will be talking at cross purposes -- or, what is worse, asking foolish questions
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