Question

Megan had three hundred seventy-two songs on her iPod. If she wanted to put the songs equally into nine different playlists, how many songs would she have left over?

A) 1
B) 2
C) 3
D) 4

Answer 1

Megan would have C)3 songs left over after dividing 372 songs into nine equally filled playlists, after performing a modulo operation.

Step-by-step explanation:

To determine how many songs Megan would have left over after dividing her 372 songs into nine different playlists, we need to perform a division operation and find the remainder. This involves a process called modulo operation. Here's how you do it step by step:

1. Divide 372 by 9 to find the number of songs that will fit evenly into each playlist.
2. Compute the remainder, which is the number of songs left over after filling up the playlists.

372 divided by 9 equals 41 with a remainder. Therefore, we perform the operation 372 ÷ 9. This equals to 41 with a remainder of 3. So the answer is:

C) 3