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Algebra 2 2-7 Independent Practice: Absolute Value Functions and Graphs

Last updated over 3 years ago

8 Nsɛmmisa

10

F.BF.3

10

10

F.BF.3

10

F.BF.3

10

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1.

A

B

C

D

F.BF.3

10

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2.

A

B

C

D

F.BF.3

10

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3.

A

B

F.BF.3

10

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4.

A

B

F.BF.3

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5.

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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6.

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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7.

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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8.

Reflection: Math Success