Which of the following statements says that a number is between -5 and 5 ? \( |x|>5 \) \( |x|<5 \) \( |x|=5 \)

The statement \( |x|<5 \) correctly indicates that a number \( x \) is between -5 and 5. This means that the distance of \( x \) from zero is less than 5, which places \( x \) in the range of -5 to 5. So, numbers like -4, 0, and 4 all satisfy this condition, while -6 and 6 do not! On the other hand, \( |x|>5 \) suggests that \( x \) is either less than -5 or greater than 5, meaning it lies outside of that range. Meanwhile, \( |x|=5 \) states that \( x \) is exactly at the points -5 or 5, not in between. Understanding these concepts can help you navigate absolute values with ease!