What is the ordered pair represented by f(−8)=0


The ordered pair represented by \( f(-8) = 0 \) is \((-8, 0)\).

This means that when the input to the function \( f \) is \(-8\), the output is \(0\), and the corresponding point on the graph of the function is \((-8, 0)\).

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Here are five related questions:
1. How would you write the function notation for the ordered pair \((2, 5)\)?
2. What does the ordered pair \((0, 3)\) represent in function notation?
3. How can you determine the output of a function for a given input?
4. If \(f(4) = 7\), what is the ordered pair?
5. What does the ordered pair \((x, 0)\) indicate about the function's behavior?

**Tip:** The ordered pair \((x, y)\) corresponds directly to the point \((x, y)\) on the graph of the function, where \(x\) is the input and \(y\) is the output.

Explore how functions represent ordered pairs, specifically addressing the query 'What is the ordered pair represented by f(-8) = 0?' Learn about the relationship between function inputs and outputs, and how to interpret ordered pairs on function graphs. Suitable for Grades 7-9.

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