To graph the inequality \( 8 \leq x \leq 19 \), we will represent it on a number line.
- The inequality \( 8 \leq x \) means that \( x \) can take values starting from 8, including 8 itself. We will use a solid dot on 8 to indicate this.
- The inequality \( x \leq 19 \) means that \( x \) can take values up to 19, including 19 itself. Again, a solid dot will be placed on 19.
The intersection of the two inequalities will give us the portion of the number line that includes all values from 8 to 19, inclusive.
On the number line:
- Start at 8 with a solid dot and shade to the right.
- End at 19 with a solid dot.
Now, looking at your provided options (A, B, C, D), you'll need to find the option that correctly shows a solid line or shaded area starting at 8 and ending at 19 on the number line.
Since I don't have visibility into graphics provided in A, B, C, and D, look for an option that:
- Marks 8 and 19 with solid dots.
- Shades the region between 8 and 19.
If you can describe the options or if they contain any specific lines or markers, I can help you identify the correct answer!