Question

30 multiple choice 1 point classify each statement as an example of classical, empirical, or subjective probability and explain your reasoning. the probability of winning a 1000 - ticket raffle with one ticket is 1/1000. classical probability because each outcome is equally likely. empirical probability because it involves the relative frequency of collected data. subjective probability because it is based on an educated guess. 31 multiple choice 1 point decide if the events are mutually exclusive and explain your reasoning. event a: randomly selecting a senior from tallwood high school. event b: randomly selecting a female from tallwood high school. mutually exclusive because they cant happen at the same time. mutually exclusive because they can happen at the same time. not mutually exclusive because they can happen at the same time. not mutually exclusive because they cant happen at the same time.

Explanation:

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Classical probability assumes all outcomes are equally likely. In a 1000 - ticket raffle, each ticket has an equal chance of being selected. There's no data collection (so not empirical) or educated guess (so not subjective).

Mutually exclusive events cannot occur simultaneously. But a senior can be a female. So, since there is an overlap (a senior - female), the events are not mutually exclusive.

Answer:

Classical probability because each outcome is equally likely.

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