The proportional relationship between the number of songs. Joseph downloads, \( s \), and the total cost in dollar and cents, \( c \), can be represented by the equation \( c=0.2 \mathrm{~s} \). How much does it cost to download a single song Answer Attempt 1 out of 2

Each song costs 20 cents, as indicated by the equation \( c = 0.2s \). When Joseph downloads 1 song (\( s = 1 \)), you can simply substitute that into the equation: \( c = 0.2 \times 1 \), which equals 0.2 dollars or 20 cents. So, if you think you've got it pinned down, just remember: 1 song = 20 cents! Now that's a sweet deal for boosting your music library!