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describe the domain |x-1|
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The domain is all real numbers... x>=1
well I mean all the positive numbers.
absolute value means the special function which makes the value x >= 0.
The Domain is All Real Numbers. You are confusing it with the Range.
What about the domain of |x-1| <3 ?
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Define "Domain" in this context. The set of all possible values that could be solutions until we rule them out? Or the actual solutions?
actually solutions
"Less than" is the easy one. With "greater than", it's a little trickier. For |x-3| < 3, we have immediately -3 < (x-3) < 3 Adding 3 gives the complete solution. 0 < x < 6 Don't try that with "greater than".
thanks
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