Determine if a table of values represents a function

📚 How to determine if a table of values represents a linear or quadratic relationship

📚 How to classify whether an equation is linear, quadratic, or cubic

Write a quadratic expression of a shaded area

Common Factor Algebraic Expressions

Solving Quadratics by Factoring (Part 1)

Solving Quadratics by Factoring (Part 2)

Factor a polynomial by grouping (Part 1)

📚 Expand and simplify algebraic expressions (Part 1)

📚 Expand and simplify algebraic expressions (Part 2)

Sketch standard form quadratic equation (Question 1)

Sketch standard form quadratic equation (Question 2)

📚 How to determine if a quadratic equation has a maximum or minimum when given the roots

Solve Application Problems of Quadratics Equations (Example 2)

Convert a Quadratic from Standard to Factored Form | Complete Analysis (Question 1)

Using the discriminant to determine the number of roots

📚 How to vertically stretch and compress the quadratic function

📚 How to reflect the quadratic function relative to the x-axis

📚 How to horizontally shift a quadratic function along the x-axis

Vertically shift a quadratic function (transformations)

Analyze transformations of a quadratic equation in vertex form

Sketching Vertex-Form Quadratic Equation Using Transformations (2 Examples)

Complete the Square and Sketch the Graph | Quadratic Equation (Question 1)

Complete the square then sketch the graph using transformations (Question 2)

Determine Exponential Relation from a Table of Values (Common Ratio)

Application problems involving exponential equations

📚 How to calculate simple interest (Part 1)

📚 How to calculate simple interest (Part 2)

📚 How to calculate simple interest (Part 3)

📚 How to calculate simple interest (Part 5; r = I/Pt)

📚 How to calculate simple interest (Part 4; P = I/rt)

Future Value Formula (2 Examples) (Part 1)

Future Value Formula: Which Investment Will Earn More Interest? (Part 2)

Future Value Formula: Solving for Present Value (Question 1)

Trigonometry Problem Involving Right Triangles (Example 2)

Use Sine Law to Find Unknown Angle (Part 2)

📚 How to vertically shift a sinusoidal function (y=a*sin⁡b(x−c)+d)

📚 How to horizontally shift a sinusoidal function (y=a*sin⁡b(x−c)+d)

Vertically stretch and compress a sinusoidal function (y=a*sin⁡b(x−c)+d)

Reflect a sinusoidal function across the x-axis (y=a*sin⁡b(x−c)+d)

📚 How to describe transformations of a sinusoidal function (y=a*sin⁡b(x−c)+d)

Sketch One Cycle of Sinusoidal Equation by Applying Transformations (Example 1)

Use -b/2a to find the vertex of a quadratic equation

Use discriminant to determine the value of k in a quadratic (no roots)

📚 How to determine the *max / min* of a quadratic equation using h = -b/2a

📚 How to find all angles of a triangle when only the side lengths are given

Find the Domain and Range of a Function (Part 3)

Find the domain and range of functions (Part 4)

Find the domain and range of functions (Part 5)

📚 How to use the quadratic formula to find the roots (Question 1)

Graphically solve linear and nonlinear inequalities

📚 How to solve a cubic inequality

Basic math - Add and subtract fractions

Identifying Vertical Asymptotes

Using Transformations to Sketch the Graphs of Rational Functions

Identifying Horizontal Asymptotes (3 Rules)

Sketching Rational Functions Having Removable Discontinuities

Trigonometry Proof - Grade 11 (Hard)

Points of Intersection Between a Line and Parabola

Stating Restrictions for Rational Polynomials

Identify Horizontal Transformations from Graphs [f(kx)] | Stretch, Compression, Reflection

Find the Image of a Point Transformed | Grade 11 Functions

Convert Between Vertical and Horizontal Transformations | g(x)=a[f(kx)] | Grade 11 Functions

Shift and Reflect a Square Root Function | f(x)=−√(−x+5)

Identifying Slant Asymptotes

Deriving the Quadratic Formula