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Use absolute value and inequality notations to describe the following situations. You may use "`|`" for absolute
value sign; ` < = ` for `\leq` and ` > = ` for `\geq`. e.g. you may use "`|x| \ > = \ 5`" for
"`|x|\geq5`".
The distance between `x` and `26` is no more than `24`
The distance between `x` and `- 18` is at least `24`
`x` is at least `18` units from `0`
`x` is at most `26` units from `0`
The distance between `x` and `26` is no more than `24`
The distance between `x` and `- 18` is at least `24`
`x` is at least `18` units from `0`
`x` is at most `26` units from `0`
Box 1: Enter your answer as letters. Examples: A B C, linear, a cat
|x-26| <= 24
Box 2: Enter your answer as letters. Examples: A B C, linear, a cat
|x+18| >= 24
Box 3: Enter your answer as letters. Examples: A B C, linear, a cat
|x| >= 18
Box 4: Enter your answer as letters. Examples: A B C, linear, a cat
|x| <= 26