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>I heard an interesting question at one point: "how come, when you throw a ball up on Earth, the parabola is so strongly curved? Spacetime is nearly flat, so how can a straight line become such a steep parabola?"

Air resistance, wind, and horizonal acceleration. Over long vertical distances, these perturbations in the x-axis cause an arc. Nothing to do with general relativity.



I assert that if you throw a ball upwards in a vacuum chamber on Earth, it will in fact still fly in a parabola.


Which is one reason scientists used to think that vacuum doesn’t exist.


When you're tossing a ball into the air by hand, gravity is going to have a far more dominant effect on things than air resistance and friction. Things still fall on the moon...


Depends on the density of the ball, of course.


There wouldn't be an arc at all without gravity/relativity because the ball wouldn't return.


To be fair, you could make it return by using other forces of nature, e.g. by blowing said air from above.




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