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Algebra 2 Absolute Value

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10 day full lessons includes lesson plans, worksheets, activities, smart notebook files, ppt, assessments, and answer key

Graph f(x)=|x| from its equation.
Use key attributes to recognize and sketch the graph of an absolute value function.
Compare linear functions with absolute value functions.
Analyze key attributes from multiple representations:
Domain and range
Intercepts
Symmetries
Maximum and minimum (vertex)
Analyze the effect on the graphs of when f(x) is replaced by
af(x): vertical compression/expansion and/or reflection over x-axis
f(bx): horizontal compression/expansion and/or reflection over y-axis
f(x - c): horizontal translation
f(x) + d: vertical translation
for specific positive and negative real values of a, b, c, and d.
Formulate absolute value linear equations in mathematical and real-world situations.
Identify domain and range of absolute value functions from:
graph
verbal situation
table
equation
Determine reasonable domain and range values from a given situation.
Continuous situations
Discrete situations
From multiple representations
Distinguish between the domain and range of a situation and the domain and range of the function modeling the situation.
Express domain and range using different forms.
Example: for x ≥ 0, write as:
Inequalities, x ≥ 0
Interval notation, [0, ∞)
Set notation, {x|x ≥ 0}
Total Pages
15 pages
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Teaching Duration
2 Weeks
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