Podcast
Questions and Answers
What does -f(x) represent?
What does -f(x) represent?
- The graph is reflected across the Y-axis
- The graph is translated up b units
- The graph is reflected across the X-axis (correct)
- The graph is translated down b units
What does f(-x) indicate?
What does f(-x) indicate?
- The graph is translated down b units
- The graph is reflected across the X-axis
- The graph is translated h units to the left
- The graph is reflected across the Y-axis (correct)
What does f(x) + b represent?
What does f(x) + b represent?
The graph is translated up b units.
What does f(x) - b indicate?
What does f(x) - b indicate?
What transformation does f(x + h) show?
What transformation does f(x + h) show?
What does f(x - h) represent?
What does f(x - h) represent?
Study Notes
Transformations in Algebra
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Reflection across X-Axis: The transformation f(x) results in the graph being flipped over the X-axis.
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Reflection across Y-Axis: The transformation f(-x) results in the graph being flipped over the Y-axis.
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Vertical Translation Up: The transformation f(x) + b signifies raising the graph b units vertically.
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Vertical Translation Down: The transformation f(x) - b indicates lowering the graph b units vertically.
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Horizontal Translation Left: The transformation f(x + h) shifts the graph h units to the left on the x-axis.
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Horizontal Translation Right: The transformation f(x - h) moves the graph h units to the right on the x-axis.
Studying That Suits You
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Description
Test your understanding of function transformations in Algebra 1 with these flashcards. Each card includes a function notation and its corresponding transformation definition, such as reflections and translations. Perfect for quick review or study sessions!
