The correct statement is:
\[ |−40| = |40| \]
The absolute value of a number is its distance from zero on the number line, regardless of direction. Thus, both \(|−40|\) and \(|40|\) equal 40. Therefore, the first statement is true.
Which of the following statements is true?(1 point) Responses |−40| = |40| Start Absolute Value negative 40 End Absolute Value equals Start Absolute Value 40 End Absolute Value |−40| > |40| Start Absolute Value negative 40 End Absolute Value is greater than Start Absolute Value 40 End Absolute Value |−40| ≠ |40| Start Absolute Value negative 40 End Absolute Value is not equal to Start Absolute Value 40 End Absolute Value |−40| < |40| Start Absolute Value negative 40 End Absolute Value is less than Start Absolute Value 40 End Absolute Value
1 answer
The correct statement is:
\[ |−40| = |40| \]
The absolute value of a number is its distance from zero on the number line, regardless of direction. Thus, both \(|−40|\) and \(|40|\) equal 40. Therefore, the first statement is true.