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suppose you roll a single die. find the number of elements in the elements in the event space for rolling a number less than 5.
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Think what are the outcomes, and then think how many of those results are less than 5.
Either you roll a number less than 5 or you roll a 5 If the five possible outcomes (1, 2, 3, and 4) where you roll a number less than 5 are defined as a single event, then the number of elements in the event space is 2. [This question is more about juggling the definitions of event, event space, and element than anything else.]
Careful, there is also a possibility of rolling higher than 5 (6, to be precise). There are 4 possible outcomes less than 5
thank you
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