Find the domain and range (-7,12)(-4,9)(-2,-11)(8,17)(10,6)(19,-5)

To find the domain and range of a set of ordered pairs, we need to identify the x-coordinates (domain) and y-coordinates (range) of the given points.

Given ordered pairs: $$(-7,12), (-4,9), (-2,-11), (8,17), (10,6), (19,-5)$$

Domain: The set of all x-coordinates from the ordered pairs.
Domain = $$\{-7, -4, -2, 8, 10, 19\}$$

Range: The set of all y-coordinates from the ordered pairs.
Range = $$\{12, 9, -11, 17, 6, -5\}$$

Therefore, the domain of the given set of ordered pairs is $$\{-7, -4, -2, 8, 10, 19\}$$ and the range is $$\{12, 9, -11, 17, 6, -5\}$$ .