A coordinate graph is a graph of pairs of numbers that represent real-life situations.
The feasible region is one possible anwer to this incomplete question.
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Ordered pairs are commonly used in various real-world applications, such as in mapping locations on a coordinate grid, where the first value represents the x-coordinate (longitude) and the second represents the y-coordinate (latitude). They are essential in computer graphics for positioning objects on a screen, in data analysis to represent relationships between two variables, and in navigation systems to calculate routes based on geographic coordinates. Additionally, ordered pairs are utilized in programming and databases to manage relationships between data points.
In the case of real roots, you could, but the second part of the ordered pair (the ordinate) will always be zero, so there is not much point.In the case of complex roots (or real roots in the complex field), you could list them as ordered pairs: with (a, b) representing a + bi where i is the imaginary square root of -1..
A set of ordered pairs (x, y) where x and y are real numbers.
There are very few real life examples of nonagons. The only examples that I can think of are a few coins.
some real life examples are a water bottle, pipes, cans
A coordinate graph is a graph of pairs of numbers that represent real-life situations.
The feasible region is one possible anwer to this incomplete question.
ATOMS are real life examples of atoms. They do exist.
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MT.Everest
real life example of exterior angles