Questions: The number of songs that Barry's iPod can hold depends on the size of its memory as shown on the graph. If his iPod has 8 Gigabytes of memory, which of the following best describes the range of this function? 0 to 8 songs 0 to 10 songs 0 to 1750 songs 0 to 2000 songs

The number of songs that Barry's iPod can hold depends on the size of its memory as shown on the graph. If his iPod has 8 Gigabytes of memory, which of the following best describes the range of this function?
0 to 8 songs
0 to 10 songs
0 to 1750 songs
0 to 2000 songs

Transcript text: The number of songs that Barry's iPod can hold depends on the size of its memory as shown on the graph. If his iPod has 8 Gigabytes of memory, which of the following best describes the range of this function? 0 to 8 songs 0 to 10 songs 0 to 1750 songs 0 to 2000 songs

Solution

Solution Steps

Step 1: Understand the Problem

The problem asks for the range of the function that describes the number of songs Barry's iPod can hold based on its memory size, given that the iPod has 8 Gigabytes of memory.

Step 2: Analyze the Graph

The graph shows a linear relationship between memory size (in Gigabytes) and the number of songs. The x-axis represents memory size, and the y-axis represents the number of songs.

Step 3: Determine the Range for 8 Gigabytes

From the graph, locate the point where the memory size is 8 Gigabytes. Follow the vertical line up to the corresponding number of songs on the y-axis.

Step 4: Identify the Range

At 8 Gigabytes, the graph shows that the number of songs is 1600. Therefore, the range of the function for 8 Gigabytes of memory is from 0 to 1600 songs.