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PROBABILITY: is it true that a sample space must be also an event?
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I think for reasonable constraint in order to perform calculation, it must be true or a condition that must be met
I think so... An event is a subset of sample space, so sample space must also be an event since \(S \subseteq S\)
since sample space, S, is a collection of all possible outcomes (events) of an experiment, then S must be an event(s) itself.
I am studying probability and statistics and try to test out of it instead of taking it as a course
the null in probability is throwing me off a bit though
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yes, when drawing a card, below represents the sample space as an event : In the experiment of drawing one card, the event of "occurring ANY card"
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