Interval & Set Notation
Notes |
Domain & Range
--Interval Notation-- |
Domain & Range
--Interval & Set Notation-- |
Solving Absolute Value Inequalities
Function Transformations
Evaluating
Expressions |
Solving Absolute Value Equations
Parent Functions
Quadratic, Exponential or Linear Function from a Table?
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Defining Functions
Evaluating Functions
Graphing Points
Tutorial. |
Solving Systems of Equations by Graphing
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Solving Systems of Equations by Elimination
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Solving Systems of Equations by Substitution
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Systems of Equations Word Problem Solving for 3 Equations
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How Many Solutions can an Equation Have?
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Imaginary Numbers &
Simplifying Radicals |
Quadratics Vertex / Roots
Domain / Range / AoS / Max/Min |
Graph (Discrete Data)
Domain & Range / Function or Not |
Graph (Continuous Data)
Domain & Range / Function or Not |
Quadratics Factoring the Difference of Two Squares
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Quadratics with
Real Solutions |
Quadratics with
Complex Solutions Ex. 1 |
Quadratics with
Complex Solutions Ex. 2 |
Quadratics with
Complex Solutions Ex. 3 |
Quadratics Formula Finding Exact Solutions with Calculator
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Quadratic Formula Requiring Moving Terms
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Quadratics Solving by Completing the Square
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Solving Quadratics in
Vertex Form (Radicals) |
Adding and Subtracting Polynomials
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Adding Polynomials
Example 1 |
Adding Polynomials
Example 2 |
Subtracting Polynomials
Example 1 |
Subtracting Polynomials
Example 2 |
Multiplying Polynomials
(Trinomials = 3 terms) |
Multiplying Polynomials
(Binomials = 2 terms) |
Multiplying Polynomials
(Varied Terms) |
Dividing Polynomials using
Long Division Ex. 1 |
Dividing Polynomials using
Long Division Ex. 2 |
Dividing Polynomials using
Long Division Ex. 3 |
Dividing Polynomials using
Synthetic Division Ex. 1 |
Dividing Polynomials using
Synthetic Division Ex. 2 Exponential to Logarithms
to solve for X Finding the Inverse
Logarithmic Functions |
Quadratics using the Discriminant to Determine Solutions
Expanding Logarithms and Intro to Rules
Finding the Inverse of
Natural Logarithms from Exponent |
Intro to
Logarithms Condensing
Logarithms Finding the Inverse
Linear Functions |
Finding the Inverse
Quadratic Functions Standard |
Finding the Inverse
Quadratic Functions Vertex Form Finding the Inverse of
Radical Functions |
Finding the Inverse of
Natural Logarithms #1 |
Exponents Intro &
Product Rule Exponents
Negative Rule Exponents Quotient Rule
Example Rewriting Rational Exponents to Radicals Intro & Example 1
Simplifying
Radicals Solving Exponential Functions with the Same Base Ex. 3
(F*G)(x) Multiplying Functions
using Operations Solving Exponential Functions Using Logarithms Ex. 2
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Exponents
Quotient Rule Exponents
Zero Rule Exponents Quotient & Zero
Rule Example Rewriting Radicals to Rational Exponents Examples 2 & 3
Solving Exponential Functions with the Same Base Ex. 1
Solving Exponential Functions with the Same Base Ex. 4
Evaluating Composite Functions
(F o G) for (-2) (F + G)(x) Adding Functions using operations and place holders
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Exponents
Power to Power Rule Exponents Negative Rule
Example Exponents Power to Power & Quotient Rule Example
Rewriting Rational Exponents to Radicals Example 4
Solving Exponential Functions with the Same Base Ex. 2
Solving Exponential Functions with the Same Base Ex. 5
Solving Exponential Functions Using Logarithms
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Solving Radical Equations
Two Solutions Ex. 1 Solving Radical Equations
(cubed root) One Solution Ex. 4 Adding
Radicals Dividing
Radicals Simplifying Rational Expressions
(Multiplication Ex. 3) Logarithms Change of Base Formula
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Solving Radical Equations
One Solution Ex. 2 Solving Radical Equations
(cubed root) One Solution Ex. 5 Subtracting
Radicals Simplifying Rational Expressions
(Division Ex. 1 Intro) Simplifying Rational Expressions
(Addition Ex. 4) Condensing
Logarithms |
Solving Radical Equations
One Solution Ex. 3 Rationalizing Denominators of
Radicals Multiplying
Radicals Simplifying Rational Expressions
(Division Ex. 2) Expanding Logarithms and Intro to Rules
Solving Exponential Functions Using Logarithms Ex. 2
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