Канал: Carrie Barnes

Derivatives for Bases Other Than e (Exponential + Logarithmic)

Derivatives for Bases Other Than e (Exponential + Logarithmic)

Derivative of the Natural Logarithm Function

Derivative of the Natural Logarithm Function

Chain Rule of Transcendental Functions

Chain Rule of Transcendental Functions

How to Embed Remind into Canvas

How to Embed Remind into Canvas

Sum and Difference Formulas - Sin(A+B) and Sin(A-B)

Sum and Difference Formulas - Sin(A+B) and Sin(A-B)

Sum and Difference Formulas - Cos(A+B) and Cos(A-B)

Sum and Difference Formulas - Cos(A+B) and Cos(A-B)

Intro to Calculus - Basic Derivatives

Intro to Calculus - Basic Derivatives

Calculating Features of Sine, Cosine, and Tangent

Calculating Features of Sine, Cosine, and Tangent

The Form - Features of Sine, Cosine, and Tangent

The Form - Features of Sine, Cosine, and Tangent

Projectile Motion with Parametric Functions

Projectile Motion with Parametric Functions

Parent Functions of Sine and Cosine Features

Parent Functions of Sine and Cosine Features

Graphing Sine and Cosine with the Unit Circle

Graphing Sine and Cosine with the Unit Circle

Vector Addition and Scalar Multiplication

Vector Addition and Scalar Multiplication

Component Form and Magnitude of Vectors

Component Form and Magnitude of Vectors

What is a Vector? (Formulas)

What is a Vector? (Formulas)

Law of Cosines (SSS)

Law of Cosines (SSS)

Law of Cosines (SAS)

Law of Cosines (SAS)

Law of Cosines Formulas

Law of Cosines Formulas

Law of Sines

Law of Sines

Right Triangle Trigonometry

Right Triangle Trigonometry

Together Time! (Rational Work Problems)

Together Time! (Rational Work Problems)

Using Desmos to Solve and Simplify Rationals (Multiple Choice)

Using Desmos to Solve and Simplify Rationals (Multiple Choice)

Writing Equations of Sine + Cosine Given their Graphs - Part 2

Writing Equations of Sine + Cosine Given their Graphs - Part 2

Writing Equations of Sine + Cosine Given their Graphs - Part 1

Writing Equations of Sine + Cosine Given their Graphs - Part 1

Factoring By Grouping

Factoring By Grouping

Basic Factoring Using Desmos

Basic Factoring Using Desmos

Factoring With a Greater Than 1 Using Desmos

Factoring With a Greater Than 1 Using Desmos

Calculating Features of Sine + Cosine (Works for All Six Trig Functions!)

Calculating Features of Sine + Cosine (Works for All Six Trig Functions!)

Features of Sine + Cosine (Works for All Six Trig Functions!)

Features of Sine + Cosine (Works for All Six Trig Functions!)

ALL SIX Trig Values of Angles Greater Than 360 and Negative Angles

ALL SIX Trig Values of Angles Greater Than 360 and Negative Angles

Negative Angles, Angles Greater than 360, and Coterminal Angles

Negative Angles, Angles Greater than 360, and Coterminal Angles

The Six Trig Functions and Their Formulas

The Six Trig Functions and Their Formulas

Finding Sine, Cosine, and Tangent Values Using the Unit Circle

Finding Sine, Cosine, and Tangent Values Using the Unit Circle

Introduction to the Unit Circle

Introduction to the Unit Circle

Two Secants and One Tangent + One Secant Segment

Two Secants and One Tangent + One Secant Segment

Two Secant Segments Inside of The Circle

Two Secant Segments Inside of The Circle

Formulas for Tangent and Secant Segments

Formulas for Tangent and Secant Segments

Two Tangents and Two Secants Inside The Circle

Two Tangents and Two Secants Inside The Circle

One Tangent + One Secant and Two Secants Outside the Circle

One Tangent + One Secant and Two Secants Outside the Circle

Inscribed Angles and One Tangent Angle

Inscribed Angles and One Tangent Angle

Area of Sectors

Area of Sectors

Arc Length of Sectors

Arc Length of Sectors

Deriving Arc length and Sector Area Formulas

Deriving Arc length and Sector Area Formulas

Solving Inscribed Quadrilaterals

Solving Inscribed Quadrilaterals

Central Angles, Inscribed Angles, and the Inscribed Angle Theorem

Central Angles, Inscribed Angles, and the Inscribed Angle Theorem

Features of Logarithmic Functions (Asymptotes, Domain, Range, and End Behavior)

Features of Logarithmic Functions (Asymptotes, Domain, Range, and End Behavior)

What is a Central Angle and an Inscribed Angle?

What is a Central Angle and an Inscribed Angle?

Features of Exponential Functions (Asymptotes, Domain, Range, and End Behavior)

Features of Exponential Functions (Asymptotes, Domain, Range, and End Behavior)

The Form - Features of Exponentials and Logarithms

The Form - Features of Exponentials and Logarithms

Delta Math - Finding the Equation of a Circle Using the Pythagorean Theorem

Delta Math - Finding the Equation of a Circle Using the Pythagorean Theorem

Finding the Equation of a Circle Using the Pythagorean Theorem

Finding the Equation of a Circle Using the Pythagorean Theorem

Using Desmos to Solve Logarithmic Equations Requiring Properties of Logs

Using Desmos to Solve Logarithmic Equations Requiring Properties of Logs

Solving Logarithmic Equations Using Properties of Logarithms

Solving Logarithmic Equations Using Properties of Logarithms

Finding the Center and Radius by Completing the Square

Finding the Center and Radius by Completing the Square

Writing the Equation of a Circle Given the Graph

Writing the Equation of a Circle Given the Graph

Expanding Logarithms

Expanding Logarithms

Condensing Logarithms

Condensing Logarithms

Properties of Logarithms

Properties of Logarithms

Applying Properties of Centers of Triangles

Applying Properties of Centers of Triangles

Properties of Centers of Triangles

Properties of Centers of Triangles

Quadrilateral Proofs - Reordering Steps

Quadrilateral Proofs - Reordering Steps

Triangle Proofs - Reordering Steps

Triangle Proofs - Reordering Steps

Rules of Triangle Proofs

Rules of Triangle Proofs

Applying Properties of Parallelograms

Applying Properties of Parallelograms

Properties of Parallelograms

Properties of Parallelograms

Applications of Arithmetic Sequences

Applications of Arithmetic Sequences

Finding Terms in Arithmetic and Geometric Sequences

Finding Terms in Arithmetic and Geometric Sequences

Convergent or Divergent? Sequences!

Convergent or Divergent? Sequences!

Introduction to Recursive Sequences

Introduction to Recursive Sequences

Writing Formulas for Recursive Sequences

Writing Formulas for Recursive Sequences

Calculating Features of Polynomials

Calculating Features of Polynomials

Calculating Features of Polynomials Pt 2

Calculating Features of Polynomials Pt 2

Polynomial Features - Definitions

Polynomial Features - Definitions

Multiple Choice - Zeros Of Polynomials (With Irrational Answers!)

Multiple Choice - Zeros Of Polynomials (With Irrational Answers!)

Synthetic Division + Quadratic Formula to Find Zeros - Example 2

Synthetic Division + Quadratic Formula to Find Zeros - Example 2

Properties of Matrices + Matrix Rules

Properties of Matrices + Matrix Rules

Synthetic Division + The Quadratic Formula to Find Zeros

Synthetic Division + The Quadratic Formula to Find Zeros

Matrix Multiplication

Matrix Multiplication

Synthetic Division

Synthetic Division

The Remainder Theorem

The Remainder Theorem

The Factor Theorem

The Factor Theorem

Matrix Addition + Subtraction With Scalar Multiplication

Matrix Addition + Subtraction With Scalar Multiplication

Matrix Addition + Subtraction

Matrix Addition + Subtraction

Open Box Problem (Polynomial Optimization)

Open Box Problem (Polynomial Optimization)

Adding + Subtracting Polynomials

Adding + Subtracting Polynomials

Multiplying Polynomials (The Box Method)

Multiplying Polynomials (The Box Method)

Writing Polynomial Equations Using Y-Int + Multiplicity

Writing Polynomial Equations Using Y-Int + Multiplicity

Y-Intercepts with Multiplicity

Y-Intercepts with Multiplicity

Introduction to Multiplicity

Introduction to Multiplicity

Evaluating Compositions of Functions

Evaluating Compositions of Functions

Evaluating Compositions of Functions Graphically

Evaluating Compositions of Functions Graphically

Composition of Functions (With x)

Composition of Functions (With x)

Writing Basic Polynomial Equations from Graphs

Writing Basic Polynomial Equations from Graphs

Finding Zeros of Polynomials Graphically

Finding Zeros of Polynomials Graphically

Finding Zeros of Polynomials Using Desmos

Finding Zeros of Polynomials Using Desmos

Multiplying Complex Numbers (**Need to watch Part 2!**)

Multiplying Complex Numbers (Need to watch Part 2!)

Compound Interest Examples

Compound Interest Examples

Simplifying Radicals

Simplifying Radicals

Compound Interest Formulas

Compound Interest Formulas

(Pt2) Mistakes from Multiplying Complex Numbers :-)

(Pt2) Mistakes from Multiplying Complex Numbers :-)

Adding and Subtracting Complex Numbers

Adding and Subtracting Complex Numbers

Differentiating Conics (Circles, Parabolas, Ellipses, and Hyperbolas)

Differentiating Conics (Circles, Parabolas, Ellipses, and Hyperbolas)

Basic Applications of Exponential Functions

Basic Applications of Exponential Functions

Rounding Help!

Rounding Help!

Conic Sections - Checking Hyperbolic Features

Conic Sections - Checking Hyperbolic Features

Conic Sections - Calculating Features of a Vertical Hyperbola

Conic Sections - Calculating Features of a Vertical Hyperbola

Conic Sections - Calculating Features of a Horizontal Hyperbola

Conic Sections - Calculating Features of a Horizontal Hyperbola

Conic Sections - Hyperbolic Formulas

Conic Sections - Hyperbolic Formulas

Conic Sections - Checking Features of Ellipses

Conic Sections - Checking Features of Ellipses

Conic Sections - Calculating Features of a Horizontal Ellipse

Conic Sections - Calculating Features of a Horizontal Ellipse

Conic Sections - Calculating Features of a Vertical Ellipse

Conic Sections - Calculating Features of a Vertical Ellipse

Conic Sections - Formulas for Ellipses

Conic Sections - Formulas for Ellipses

Using Exponent Rules to Simplify Expressions

Using Exponent Rules to Simplify Expressions

Basic Exponent Rules

Basic Exponent Rules

Conic Sections - Checking Parabolic Equations

Conic Sections - Checking Parabolic Equations

Conic Sections - Writing Parabolic Equations

Conic Sections - Writing Parabolic Equations

Conic Sections - Checking Parabolic Features

Conic Sections - Checking Parabolic Features

Conic Sections - Parabola Features

Conic Sections - Parabola Features

Solving Exponentials Common Bases Using Desmos

Solving Exponentials Common Bases Using Desmos

Conic Sections - Parabolic Formulas

Conic Sections - Parabolic Formulas

Solving Exponential Equations Without Logarithms

Solving Exponential Equations Without Logarithms

Solving Exponential Equations Using Desmos

Solving Exponential Equations Using Desmos

Solving Exponential Equations Using Logarithms

Solving Exponential Equations Using Logarithms

Rational Inequalities Using Sign Analysis - Part 2

Rational Inequalities Using Sign Analysis - Part 2

Rational Inequalities Using Sign Analysis - Part 1

Rational Inequalities Using Sign Analysis - Part 1

Transformations of Exponential Functions

Transformations of Exponential Functions

End Behavior of Rational Functions

End Behavior of Rational Functions

Asymptotes, Holes, + Intercepts of Rational Functions Ex 2

Asymptotes, Holes, + Intercepts of Rational Functions Ex 2

Asymptotes, Holes, + Intercepts of Rational Functions Ex1

Asymptotes, Holes, + Intercepts of Rational Functions Ex1

Checking Asymptotes and Holes of Rational Functions

Checking Asymptotes and Holes of Rational Functions

Asymptotes and Holes of Rational Functions

Asymptotes and Holes of Rational Functions

Inverses of Exponential Functions

Inverses of Exponential Functions

Key Features of Rational Functions - Introduction

Key Features of Rational Functions - Introduction

Inverses of Logarithmic Functions

Inverses of Logarithmic Functions

Comparing Exponential Functions - Example

Comparing Exponential Functions - Example

Key Features of Exponential Functions - Examples

Key Features of Exponential Functions - Examples

Transformations + Comparing Exponentials - General Form

Transformations + Comparing Exponentials - General Form

Key Features of Exponential Functions - General Form

Key Features of Exponential Functions - General Form

Function Inverses - Graphically

Function Inverses - Graphically

Function Inverses - Algebraically

Function Inverses - Algebraically

Evaluating Piecewise Functions Algebraically

Evaluating Piecewise Functions Algebraically

Evaluating Piecewise Functions - Graphically

Evaluating Piecewise Functions - Graphically

End Behavior of Polynomials - Algebraically

End Behavior of Polynomials - Algebraically

End Behavior of Polynomials - Graphically

End Behavior of Polynomials - Graphically

Polynomial Optimization - Area Problem Part 2!

Polynomial Optimization - Area Problem Part 2!

Polynomial Optimization - Area Problem (Part 1)

Polynomial Optimization - Area Problem (Part 1)

Evaluating Functions Algebraically

Evaluating Functions Algebraically

Evaluating Functions Graphically

Evaluating Functions Graphically

Polynomial Optimization - Open Box Problem

Polynomial Optimization - Open Box Problem

The Quadratic Formula - Ex 3

The Quadratic Formula - Ex 3

The Quadratic Formula - Ex 1

The Quadratic Formula - Ex 1

The Quadratic Formula - Ex 2

The Quadratic Formula - Ex 2

Order Doesn't Matter! Factoring By Grouping

Order Doesn't Matter! Factoring By Grouping

Factoring By Grouping

Factoring By Grouping

Factoring: Difference of Squares

Factoring: Difference of Squares

Factoring Trinomials (a Greater than 1!)

Factoring Trinomials (a Greater than 1!)

Order Doesn't Matter! Factoring Trinomials (a Greater than 1)

Order Doesn't Matter! Factoring Trinomials (a Greater than 1)

Factoring Trinomials (a=1)

Factoring Trinomials (a=1)

Writing Equations of Absolute Value Functions Using Transformations

Writing Equations of Absolute Value Functions Using Transformations

From Equations: Transformations of Absolute Value Functions

From Equations: Transformations of Absolute Value Functions

From Graphs: Transformations of Absolute Value Functions

From Graphs: Transformations of Absolute Value Functions

The Form: Transformations Of Absolute Value Functions

The Form: Transformations Of Absolute Value Functions

Comparing Features of Absolute Value Functions with Different Representations

Comparing Features of Absolute Value Functions with Different Representations

Calculating Features of Absolute Value Functions (Equation, Tabular, + Graphically)

Calculating Features of Absolute Value Functions (Equation, Tabular, + Graphically)

Intro: Features of Absolute Value Functions

Intro: Features of Absolute Value Functions

Absolute Value Inequalities

Absolute Value Inequalities

Solving Absolute Value Equations

Solving Absolute Value Equations

Increasing, Decreasing, and Constant Intervals

Increasing, Decreasing, and Constant Intervals

X-Intercepts and Y-Intercepts

X-Intercepts and Y-Intercepts

Maximum and Minimum Values (Extrema)

Maximum and Minimum Values (Extrema)

Unit 8 - Day 2 - Sampling/Bias

Unit 8 - Day 2 - Sampling/Bias

Unit 8 - Day 1 - Introduction to Statistics

Unit 8 - Day 1 - Introduction to Statistics

Unit 7 - Day 9 - Transformation of Sine and Cosine

Unit 7 - Day 9 - Transformation of Sine and Cosine

Unit 7 - Day 8 - More Trigonometric Equation Examples

Unit 7 - Day 8 - More Trigonometric Equation Examples

Unit 7 - Day 7 - Writing Trigonometric Equations from their Graphs

Unit 7 - Day 7 - Writing Trigonometric Equations from their Graphs

Unit 7 - Day 6 - Amplitude, Period, and Midline

Unit 7 - Day 6 - Amplitude, Period, and Midline

Unit 7 - Day 4 - The Cosine Function (Parent Function)

Unit 7 - Day 4 - The Cosine Function (Parent Function)

Unit 7 - Day 3 - The Sine Function (Parent Function)

Unit 7 - Day 3 - The Sine Function (Parent Function)

Unit 7 - Day 2 - Arc Length and Sector Area in Radians

Unit 7 - Day 2 - Arc Length and Sector Area in Radians

Unit 7 - Day 1 - Converting: Degrees to Radians

Unit 7 - Day 1 - Converting: Degrees to Radians

Unit 6 - Day 11 - Vertical Asymptotes and Holes

Unit 6 - Day 11 - Vertical Asymptotes and Holes

Unit 6 - Day 12 - Horizontal Asymptotes

Unit 6 - Day 12 - Horizontal Asymptotes

Unit 6 - Day 10 - Creating Rational Equations

Unit 6 - Day 10 - Creating Rational Equations

Unit 6 - Day 9 - Solving Rational Equations

Unit 6 - Day 9 - Solving Rational Equations

Unit 6 - Day 7 - Adding and Subtracting Rational Expressions (Using Factoring)

Unit 6 - Day 7 - Adding and Subtracting Rational Expressions (Using Factoring)

Unit 6 - Day 6 - Subtracting Rational Expressions

Unit 6 - Day 6 - Subtracting Rational Expressions

Unit 6 - Day 5 - Adding Rational Expressions

Unit 6 - Day 5 - Adding Rational Expressions

Unit 6 - Day 3 + 4 - Multiplying and Dividing Rational Expressions

Unit 6 - Day 3 + 4 - Multiplying and Dividing Rational Expressions

Unit 6 - Day 2 - Simplifying Rational Expressions

Unit 6 - Day 2 - Simplifying Rational Expressions

Unit 6 - Day 1 - Factoring Review ~ Again!

Unit 6 - Day 1 - Factoring Review ~ Again!

Unit 5 - Day 5 - Centroid of Triangles - Mistake in Ex1 Fixed at the End :-)

Unit 5 - Day 5 - Centroid of Triangles - Mistake in Ex1 Fixed at the End :-)

Unit 5 - Day 4 - Incenter of Triangles

Unit 5 - Day 4 - Incenter of Triangles

Unit 5 - Day 3 - Circumcenter of Triangles

Unit 5 - Day 3 - Circumcenter of Triangles

Unit 5 - Day 1 & 2 - Review of Pythagorean Theorem + Right Triangle Trig

Unit 5 - Day 1 & 2 - Review of Pythagorean Theorem + Right Triangle Trig

Unit 4 - Day 12 - Find the Perimeter of a Circumscribed Polygon Using Tangents

Unit 4 - Day 12 - Find the Perimeter of a Circumscribed Polygon Using Tangents

Unit 4 - Day 11 - Tangents to a Circle

Unit 4 - Day 11 - Tangents to a Circle

Unit 4 - Day 10 - Arc Length + Area of Sectors

Unit 4 - Day 10 - Arc Length + Area of Sectors

Unit 4 - Day 9 - Chord Theorems

Unit 4 - Day 9 - Chord Theorems

Unit 4 - Day 7 - Secant + Tangent Segments

Unit 4 - Day 7 - Secant + Tangent Segments

Unit 4 - Day 5 Part 2 - Tangent and Secant Angles

Unit 4 - Day 5 Part 2 - Tangent and Secant Angles