Assertion: absolute value | /r/HasProperty | equal
Facets:
value: to a negative number
type: OTHER
value: to 2
type: OTHER
value: to 4 between these two points
type: OTHER
value: to zero
type: OTHER
value: to that
type: OTHER
value: to 4 at \(x=1\
type: OTHER
value: to \(x=9\
type: OTHER
value: to 8
type: OTHER
value: to the allowed tolerance
type: OTHER
value: to 3
type: OTHER
value: always
type: DEGREE
Source sentences:
text: If an absolute value is LESS THAN or EQUAL to a NEGATIVE number, then there will be NO SOLUTIONS!
text: You are looking for numbers whose absolute values are less than or equal to 2.
text: Check if the absolute value is less than or equal to the allowed tolerance:
text: This result shows us the absolute value of a sum is always less than or equal to the sum of the absolute values.
text: Which means that the absolute value of –3 is equal to 3.
text: In absolute-value equations, the variable is equal to either the positive or negative value that the absolute value was equal to.
text: To solve an equation such as \(8=|2x−6|\), we notice that the absolute value will be equal to 8 if the quantity inside the absolute value is 8 or -8.
text: After determining that the absolute value is equal to 4 at \(x=1\) and \(x=9\), we know the graph can change only from being less than 4 to greater than 4 at these values.
text: The absolute value is less than or equal to 4 between these two points, when \(1{\leq}x\leq9\).
text: NOTE that the absolute value is either positive or equal to zero and is NEVER negative.
text: For example, the absolute value of -2 -- written as |-2| -- is equal to 2.
text: The absolute values |2| and |-2| are equal because they are equidistant from the number 0.
text: = –5 I have to stop at this point, because that last line above says that an absolute value is equal to a negative number.
text: This case doesn't work, because it's telling me that an absolute value is equal to a negative number.
text: If the absolute values of two expressions are equal, then either the two expressions are equal, or they are opposites.