MatsGO
All trainers
D(f) — rules for different function types, examples, and a practice trainer.
D(f) is the set of all x for which f(x) exists.
Denominator ≠ 0. For f(x)=1/(x−3): x≠3, D(f)=(−∞;3)∪(3;+∞).
The expression under the radical must be ≥ 0. For f(x)=√x: D(f)=[0;+∞).