Answer:
[tex]|0-n|<6[/tex]
Step-by-step explanation:
Let n represent the number.
We are asked to write an absolute value inequality for the given word phrase.
We know that an absolute value inequality is in form [tex]|x|<a[/tex].
A number n is less than 6 units from 0.
We can represent our given word phrase in an absolute value inequality as:
[tex]|0-n|<6[/tex]
Therefore, our required inequality would be [tex]|0-n|<6[/tex].
The absolute value inequality which relates to the expression n is less than 6 units from 0 is |n|< 6
The absolute value which stand for 6 units From 0 can be expressed as :
This means that, the number n is less than 6
Therefore, the expression can be written as :
|n| < 6. This means that the absolute value of n is less than 6.
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