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Infinitely many.

I will use a variant of Zeno's paradox to illustrate this.


Before you can drive a mile you must drive half a mile. So the event of driving a mile can be split into two sub-events of driving half a mile.


But before you can drive half a mile you must drive a quarter of a mile. So the event of driving each half of a mile can be split into two sub-events of driving a quarter of a mile - making 4 sub-events in all.


And then each of them can be split into two and so on, and on.




Infinitely many.

I will use a variant of Zeno's paradox to illustrate this.


Before you can drive a mile you must drive half a mile. So the event of driving a mile can be split into two sub-events of driving half a mile.


But before you can drive half a mile you must drive a quarter of a mile. So the event of driving each half of a mile can be split into two sub-events of driving a quarter of a mile - making 4 sub-events in all.


And then each of them can be split into two and so on, and on.




Infinitely many.

I will use a variant of Zeno's paradox to illustrate this.


Before you can drive a mile you must drive half a mile. So the event of driving a mile can be split into two sub-events of driving half a mile.


But before you can drive half a mile you must drive a quarter of a mile. So the event of driving each half of a mile can be split into two sub-events of driving a quarter of a mile - making 4 sub-events in all.


And then each of them can be split into two and so on, and on.




Infinitely many.

I will use a variant of Zeno's paradox to illustrate this.


Before you can drive a mile you must drive half a mile. So the event of driving a mile can be split into two sub-events of driving half a mile.


But before you can drive half a mile you must drive a quarter of a mile. So the event of driving each half of a mile can be split into two sub-events of driving a quarter of a mile - making 4 sub-events in all.


And then each of them can be split into two and so on, and on.


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12y ago

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More answers

Infinitely many.

I will use a variant of Zeno's paradox to illustrate this.


Before you can drive a mile you must drive half a mile. So the event of driving a mile can be split into two sub-events of driving half a mile.


But before you can drive half a mile you must drive a quarter of a mile. So the event of driving each half of a mile can be split into two sub-events of driving a quarter of a mile - making 4 sub-events in all.


And then each of them can be split into two and so on, and on.


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Wiki User

12y ago
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Q: How many events happen when you drive one mile?
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