Unit 1: Linear Systems and
Matrices
2.2 How are graphs of
polynomials functions translated?
2.3 How are polynomial equations factored and solved?
2.4 How are polynomials inequalities solved?
2.5 How are the remainder and factor theorems used?
2.6 How are rational zeros
found?
2.7 How is the Fundamental
Theorem of Algebra applied?
2.8 How are graphs of
polynomial functions analyzed?
7.2: How do you use properties of rational exponents?
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7.3: What are power
functions and function operations?
7.4: What are inverse
functions?
7.5: How do you graph
square root functions?
7.6: How do you solve
radical equations?
Vocabulary
8.1: How do you graph
and use exponential growth functions?
8.2: How do we graph
and use exponential decay functions?
8.4: How do we evaluate
logarithmic functions?
8.5: What are the Properties
of Logarithms?
8.7: How do you model
with exponential and power functions?
Midterm review
Unit 5: Quadratic
Relations
and Conic Sections
Vocabulary
Video
on Completing the Square
10.1: How do you
Find the
distance and midpoint of a line segment?
10.2: How do you graph
and write equations of parabolas?
10.3: How do you graph
and write equations of circles?
10.4: How do you graph
and write equations of ellipses?
10.5: How do you graph
and write equations of hyperbolas?
10.6: How do you classify
conic sections using its equation?
10.7: How do you solve
quadratic systems?
Unit 6: Right Triangle
Trigonometry
Unit 7: Statistics