According to the Counting Principle, if one event has 'm' possible outcomes and a second event has 'n' possible outcomes, then find the total possible outcomes for the two events occur simultaneously.

m + n

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m - n

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m \times n

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m \div n

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Solution

The correct option is C $m \times n$
According to the Counting Principle, if one event has 'm' possible outcomes and a second event has 'n' possible outcomes, then there are $m \times n$ total possible outcomes for the two events occur simultaneously.

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