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An experiment involves rolling a die and flipping a coin. The following table shows the possible outcomes using the format of (die, coin).

Heads Tails
1 (1, H) (1, T)
2 (2, H) (2, T)
3 (3, H) (3, T)
4 (4, H) (4, T)
5 (5, H) (5, T)
6 (6, H) (6, T)

How many outcomes include an even number and a tail?

Enter your answer as a number, like this: 42

Respuesta :

MrRoyal

The outcomes of the die and coin experiment are its sample space

There are 3 outcomes that include an even number and a tail

How to determine the number of outcomes?

The sample space is given as:

  Heads Tails

1 (1, H) (1, T)

2 (2, H) (2, T)

3 (3, H) (3, T)

4 (4, H) (4, T)

5 (5, H) (5, T)

6 (6, H) (6, T)

The outcomes that a even number and a tail are:

(2, T) (4, T) and (6, T)

The count of the above outcomes is 3

Hence, there are 3 outcomes that include an even number and a tail

Read more about sample outcomes at:

https://brainly.com/question/10837034

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