Question

Simple probability You might need: : Calculator Greg has an MP³ player called the Jumble. The Jumble randomly selects a song for the user to listen to. Greg's Jumble has 6 classical songs, 7 rock songs, and 9 rap songs on it.

Answer 1

To solve probability problems involving Greg's Jumble MP³ player, we need to know the total number of songs on the Jumble and then calculate the probability of specific events happening.

In this case, we know that there are a total of:

- 6 classical songs

- 7 rock songs

- 9 rap songs

So, the total number of songs on Greg's Jumble is:

Total songs = 6 (classical) + 7 (rock) + 9 (rap) = 22 songs

Now, let's calculate some probabilities:

1. Probability of selecting a classical song:

P(Classical) = (Number of Classical Songs) / (Total Songs) = 6 / 22

2. Probability of selecting a rock song:

P(Rock) = (Number of Rock Songs) / (Total Songs) = 7 / 22

3. Probability of selecting a rap song:

P(Rap) = (Number of Rap Songs) / (Total Songs) = 9 / 22

These probabilities represent the likelihood of randomly selecting a song of each genre from Greg's Jumble MP³ player. You can calculate their numerical values by dividing the number of songs in each category by the total number of songs (22 in this case).

Explanation: