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Graph y = 1/x

Domain / Range of y=1/x
(-inf, 0)U(0, inf) / (-inf, 0)U(0, inf)
Graph y=√(x)

Domain / Range of y=√(x)
[0, inf) / [0, inf)
Graph y=1/(x-2)

Domain / Range y=1/(x-2)
(-inf, 2)U(2, inf) / (-inf, 0)U(0, inf)
Graph y=-√(x)

Domain / Range y=-√(x)
[0, inf) / [0, inf)
Graph y=√(x+4)

Domain / Range y=√(x+4)
[-4, inf) / [0, inf)
Graph y=√(8-x)

Domain / Range y=√(8-x)
[-inf, 8] / [0, inf]
Graph y=√(x+4) + 2

Domain / Range y=√(x+4) + 2
[-4, inf) / [2, inf)
Graph y=√(x² - 1)

Domain / Range y=√(x² -1)
(-inf, -1]U[1, inf) / [0, inf)
Graph y=√(4 - x²)

Domain / Range y=√(4 - x²)
[-2, 2] / [0, 2]
Graph y=|x| (Absolute Value of x)

Domain / Range of y=|x| (Absolute Value of x)
(-inf, inf) / [0, inf)
Graph y=√(1/x)

Domain/Range y=√(1/x)
(-inf, 0)U(0, inf) / (-inf, 0)U(0, inf)
Graph y=x² - 5

Domain / Range y=x² - 5
(-inf, inf) / [-5, inf)
Graph y=x/|x|
Graph y=∛(x-4) (Cube root x-4)

Domain / Range y=∛(x-4)
(-inf, inf) / (-inf, inf)
Graph y=∛(6-x) (Cube root 6-x)

Domain / Range y=∛(6-x)
(-inf, inf) / (-inf, inf)