Math Problem Statement
Solution
To find the domain of the function defined by a set of points, we need to focus on the x-values of the ordered pairs. The domain consists of all the x-coordinates.
The given points are:
- (7, 2)
- (-6, 0)
- (-3, 0)
- (-1, -1)
- (-10, 4)
Thus, the x-values (which represent the domain) are:
Therefore, the domain of the function is:
Would you like a deeper explanation of this concept or further details?
Here are some related questions for further practice:
- What is the range of this function?
- Can a function have repeated x-values in its domain?
- How do you find the domain of a function given its equation?
- What happens if the domain of a function includes irrational numbers?
- Can you identify the domain of a function when it includes fractions?
Tip: The domain of a function refers to all possible x-values, whereas the range refers to the corresponding y-values.
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Math Problem Analysis
Mathematical Concepts
Functions
Domain and Range
Set Theory
Formulas
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Theorems
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Suitable Grade Level
Grades 8-10
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