Answer:
Step-by-step explanation:
The graph represents an x^2 function that is shifted in its x and y coordinates.
The domain is simply the allowed x values that will not make the function undefined. The function x^2 has no such singularities, and you can just eyeball this. The function spreads from negative infinity to positive infinity, which means any x value will work.
Domain:
(-∞, ∞)
The range is the allowed y values. You can see from the graph that anything below the point (-2, -4) cannot be achieved. This means that the allowed y values is anything above -4, but also including -4. The function will just continue on to infinity.
Range:
[-4, ∞)
