Answer:
- d) The domain is {x|x∈R} and the range is {y∈R|y≥0}
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Given is the graph of an absolute value function.
It has no domain restrictions, so x can be any real number.
There is a restriction on its range, it has a minimum at y = 0 and the rest of the values are positive real numbers.
It is correctly described in option d).
