Greg's MP3 player has 6 classical songs, 7 rock songs, and 9 rap songs. What is the probability of randomly selecting a song that is not a rap song? Round the answer to 2 decimal places.

1. Problem Description

Greg's MP3 player has 6 classical songs, 7 rock songs, and 9 rap songs. What is the probability of randomly selecting a song that is not a rap song? Round the answer to 2 decimal places.

2. Solution Steps

First, calculate the total number of songs on the MP3 player:

$Total = Classical + Rock + Rap$

$Total = 6 + 7 + 9 = 22$

Next, calculate the number of songs that are not rap songs:

$NotRap = Classical + Rock$

$NotRap = 6 + 7 = 13$

Then, calculate the probability of selecting a song that is not a rap song:

$P(NotRap) = \frac{NotRap}{Total}$

$P(NotRap) = \frac{13}{22}$

Finally, convert the fraction to a decimal and round to 2 decimal places:

$P(NotRap) = \frac{13}{22} \approx 0.590909...$

$P(NotRap) \approx 0.59$

3. Final Answer

0.59