#### Sample Question

According to the Fundamental Counting Principle, if one event has [% m %] possible outcomes and a second independent event has [% n %] possible outcomes, how many total possible outcomes are there for the two events together?

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According to the Fundamental Counting Principle, if one event has [% m %] possible outcomes and a second independent event has [% n %] possible outcomes, how many total possible outcomes are there for the two events together?

- [% m\times n %]
- [% m+n %]
- [% m-n %]
- [% m\div n %]

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