Algebra 2 2-7 Independent Practice: Absolute Value Functions and Graphs
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Last updated almost 3 years ago
8 questions
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Reasoning: Is it true that without making a graph of an absolute value function, you can describe its position in the coordinate plane? Explain with an example function.
Reasoning: Is it true that without making a graph of an absolute value function, you can describe its position in the coordinate plane? Explain with an example function.
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Graphing: - At desmos.com, graph two absolute value functions such that they have a common vertex in Quadrant III and one is the vertical reflection of the other.
- Zoom and pan your graph to establish an appropriate viewing window.
- Click on the common vertex point to create a label showing its coordinates.
- Capture a screenshot of your graph and the vertex label.
- Upload or paste your screenshot to the Formative canvas.
Graphing:
- At desmos.com, graph two absolute value functions such that they have a common vertex in Quadrant III and one is the vertical reflection of the other.
- Zoom and pan your graph to establish an appropriate viewing window.
- Click on the common vertex point to create a label showing its coordinates.
- Capture a screenshot of your graph and the vertex label.
- Upload or paste your screenshot to the Formative canvas.
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Compare and Contrast: How is the graph of y = x different from the graph of y = |x|? You may use the canvas to help illustrate your explanation.
Compare and Contrast: How is the graph of y = x different from the graph of y = |x|? You may use the canvas to help illustrate your explanation.
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Reflection: Math Success
Reflection: Math Success