9. Drag and drop the inequality or equation sign based on the key words listed! \( x \) is greater than or equal to \( 20: \) \( x \) is 20 : \( x \) is fewer than \( 20: \) \( x \) is at most \( 20: x \leq 20 \) © \( x \) is more than \( 20: \) Drag and drop the correct choice into the blank spaces above \( :: x>20 \) \( :: x x^{20}:: x<20 \) \( :: x \geq 20 \)

Let's analyze each statement and determine the appropriate inequality or equation sign to use: 1. **\( x \) is greater than or equal to \( 20: \)** This means \( x \) can be \( 20 \) or any value greater than \( 20 \). The correct sign is: **\( x \geq 20 \)** 2. **\( x \) is \( 20: \)** This indicates that \( x \) is exactly \( 20 \). The correct sign is: **\( x = 20 \)** 3. **\( x \) is fewer than \( 20: \)** This means \( x \) can be any value less than \( 20 \). The correct sign is: **\( x < 20 \)** 4. **\( x \) is at most \( 20: x \leq 20 \)** This means \( x \) can be \( 20 \) or any value less than \( 20 \). The correct sign is: **\( x \leq 20 \)** (This is already provided in the statement.) 5. **\( x \) is more than \( 20: \)** This means \( x \) can be any value greater than \( 20 \). The correct sign is: **\( x > 20 \)** Now, let's summarize the correct choices for each statement: - \( x \) is greater than or equal to \( 20: \) **\( x \geq 20 \)** - \( x \) is \( 20: \) **\( x = 20 \)** - \( x \) is fewer than \( 20: \) **\( x < 20 \)** - \( x \) is at most \( 20: x \leq 20 \) **(already provided)** - \( x \) is more than \( 20: \) **\( x > 20 \)** Now, we can fill in the blanks: 1. \( x \geq 20 \) 2. \( x = 20 \) 3. \( x < 20 \) 4. \( x \leq 20 \) (already provided) 5. \( x > 20 \) Thus, the final arrangement is: - \( x \geq 20 \) - \( x = 20 \) - \( x < 20 \) - \( x \leq 20 \) - \( x > 20 \)