Flipping Classroom - Videos
Under Construction
Flipping Classroom - Videos
Under Construction
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Factoring with Greatest Common Factor (GCF)
Factoring with Difference of Squares
Factoring with Leading Coefficients
Graphing Logarithmic Functions
End Behavior of Polynomial Functions
Writing Equations for Polynomial Functions
End Behavior of Rational Functions
Graphing Rational Functions
Part 1
Graphing Rational Functions
Part 2
Law of Sines
Law of Cosines
Special Triangles
Volume and Total Surface Area of Pyramids
Volume and Total Surface Area of Prisms
Volume and Total Surface Area of Cylinders & Volume of Cones
Graphing Sine (in Degrees)
Graphing Cosine (in Degrees)
Ferris Wheel: Height & Shadow Equations
Graphing Cosine (in Radians)
Graphing Sine and Cosine with Phase Shifts
The Unit Circle
Solving Trigonometric Equations
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Math II
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Writing Recursive Equations for Quadratic Functions
Explicit equations for SIMPLE quadratics
Multiplying Polynomials
Vertex Form of Quadratic Functions
Modeling Completing the Square
Completing the Square Algebraically
Factoring Trinomials
Rewriting Quadratics in Alternate Forms
Using the Quadratic Formula to find
x-intercepts
Solving Quadratic Equations by Completing the Square
Exponent Rules
Radicals and Exponents
Piece-wise Functions
Inverse Functions
Graphing Absolute Functions and Writing the Piece-wise Function
Triangle Sum Theorem
Complementary & Supplementary Angles AND Linear Pairs
Vertical Angles & Vertical Angle Theorem
Proofs for Similar Triangles
Right Triangle Trigonometry
Inscribed Angles
Central Angles
Area of Circles & Sectors
Circumference & Arc Length
Cyclic Quadrilaterals
Area of Regular Polygons
Degrees & Radians
Special Right Triangles
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Math I
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Arithmetic Sequences: Writing Recursive & Explicit Formulas
Geometric Sequences: Writing Recursive & Explicit Formulas
Function Notation: Inputs & Outputs
Arithmetic & Geometric Means
Slope-Intercept Form of Linear Equations
Point-Slope Form of Linear Equations
Solving Single Variable Equations
Graphing Exponential Functions
Solving Exponential Equations That Can Be Rewritten In The Same Base
Features of Functions
Solving Systems of Equations by
Substitution Method
Solving Systems of Equations by
Elimination Method
Constraints
(Solving Systems of Linear Inequalities)
Pythagorean Theorem
Translations
Reflections
Rotations
Construction of an angle bisector
Construction of a rhombus
Construction of a congruent angle
Construction of a perpendicular bisector
Triangle Congruence Properties
Parallelogram Proof
Rectangle Proof
Rhombus Proof
Square Proof