Probabilities: | P(1) | = | # of delight canal to choose a 1 | = | 1 | | | total # of verse | | 5 | | P(2) | = | # of ship canal to choose a 2 | = | 1 | | | total # of amount | | 5 | | P(3) | = | # of slipway to choose a 3 | = | 1 | | | total # of meter | | 5 | | P(4) | = | # of shipway to choose a 4 | = | 1 | | | total # of number | | 5 | | P(5) | = | # of ways to choose a 5 | = | 1 | | | total # of numbers | | 5 | | P(even) | = | # of ways to choose an even number | = | 2 | | | total # of numbers | | 5 | | P(odd) | = | # of ways to choose an odd number | = | 3 | | | total # of numbers | | 5 | | The outcomes 1, 2, 3, 4 and 5 are equally likely to occur as a result of this experiment. However, the events even and odd are not equally likely to occur, si nce there are 3 odd numbers and save 2 even! numbers from 1 to 5.If you want to beat a wide essay, order it on our website: OrderEssay.net
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