Канал: Ant0nMath

9.2.5 - Calculating Work

9.2.5 - Calculating Work

9.2.2 - Orthogonal Vectors

9.2.2 - Orthogonal Vectors

9.2.4 - Projection of u Onto v

9.2.4 - Projection of u Onto v

9.2.3 - Component of u Along v

9.2.3 - Component of u Along v

9.2.1 - The Dot Product

9.2.1 - The Dot Product

9.1.8 - More Velocity and Force Examples

9.1.8 - More Velocity and Force Examples

9.1.7 - Modeling Velocity and Force

9.1.7 - Modeling Velocity and Force

9.1.6 - Horizontal and Vertical Components

9.1.6 - Horizontal and Vertical Components

9.1.4 - Algebraic Operations on Vectors

9.1.4 - Algebraic Operations on Vectors

9.1.5 - Unit Vectors

9.1.5 - Unit Vectors

9.1.3 - Component Form of a Vector

9.1.3 - Component Form of a Vector

9.1.1 - Vectors in Two Dimensions

9.1.1 - Vectors in Two Dimensions

9.1.2 - Vector Arithmetic

9.1.2 - Vector Arithmetic

7.5.1 - More Trig Equations 3

7.5.1 - More Trig Equations 3

8.4.4 - Modeling Circular Motion

8.4.4 - Modeling Circular Motion

8.4.2 - Eliminating the Parameter

8.4.2 - Eliminating the Parameter

8.4.3 - Finding Parametric Equations for a Line

8.4.3 - Finding Parametric Equations for a Line

8.3.6 - More Power and Root Examples

8.3.6 - More Power and Root Examples

8.4.1 - Plane Curves and Parametric Equations

8.4.1 - Plane Curves and Parametric Equations

8.3.5 - nth Roots of Complex Numbers

8.3.5 - nth Roots of Complex Numbers

8.3.4 - Powers of Complex Numbers

8.3.4 - Powers of Complex Numbers

8.3.2 - Polar Form of Complex Numbers

8.3.2 - Polar Form of Complex Numbers

8.3.3 - Multiplication and Division of Polar Complex Numbers

8.3.3 - Multiplication and Division of Polar Complex Numbers

8.3.1 - The Complex Plane

8.3.1 - The Complex Plane

8.2.6 - Graphing a Lemniscate

8.2.6 - Graphing a Lemniscate

8.2.9 - Polar Graphing Practice 3

8.2.9 - Polar Graphing Practice 3

8.2.8 - Polar Graphing Practice 2

8.2.8 - Polar Graphing Practice 2

8.2.7 - Polar Graphing Practice 1

8.2.7 - Polar Graphing Practice 1

8.2.5 - Graphing a Limacon

8.2.5 - Graphing a Limacon

8.2.4 - Symmetry Tests for Polar Graphs

8.2.4 - Symmetry Tests for Polar Graphs

8.2.1 - Graphing Polar Equations

8.2.1 - Graphing Polar Equations

8.1.3 - Converting Equations

8.1.3 - Converting Equations

8.2.3 - Graphing Roses

8.2.3 - Graphing Roses

8.2.2 - Graphing a Cardioid

8.2.2 - Graphing a Cardioid

8.1.1 - Polar Coordinates

8.1.1 - Polar Coordinates

8.1.2 - Converting Rectangular and Polar Coordinates

8.1.2 - Converting Rectangular and Polar Coordinates

7.3.2 - More Double Angle Problems

7.3.2 - More Double Angle Problems

7.5.3 - More Trig Equations 5

7.5.3 - More Trig Equations 5

7.5.2 - More Trig Equations 4

7.5.2 - More Trig Equations 4

7.4.3 - More Trig Equations 2

7.4.3 - More Trig Equations 2

7.4.2 - More Trig Equations 1

7.4.2 - More Trig Equations 1

7.3.4 - Half Angle Formulas

7.3.4 - Half Angle Formulas

7.3.5 - Product to Sum and Sum to Product

7.3.5 - Product to Sum and Sum to Product

7.4.1 - Solving Trigonometric Equations

7.4.1 - Solving Trigonometric Equations

7.3.3 - Formulas for Lowering Powers

7.3.3 - Formulas for Lowering Powers

7.3.1 - Double Angle Formulas

7.3.1 - Double Angle Formulas

7.2.4 - Evaluating Mixed Expressions

7.2.4 - Evaluating Mixed Expressions

7.2.1 - Addition and Subtraction Formulas

7.2.1 - Addition and Subtraction Formulas

7.2.3 - Proving More Identities

7.2.3 - Proving More Identities

7.2.2 - Evaluating Functions at Angle Sums

7.2.2 - Evaluating Functions at Angle Sums

7.1.2 - Proving (verifying) Trigonometric Identities

7.1.2 - Proving (verifying) Trigonometric Identities

7.1.3 - More Proof Examples

7.1.3 - More Proof Examples

7.1.1 - Fundamental Trigonometric Identities

7.1.1 - Fundamental Trigonometric Identities

6.6.3 - Heron's Formula

6.6.3 - Heron's Formula

6.6.2 - Navigation and Bearing

6.6.2 - Navigation and Bearing

6.6.1 - Law of Cosines

6.6.1 - Law of Cosines

6.5.3 - SSA Triangles (Ambiguous Case)

6.5.3 - SSA Triangles (Ambiguous Case)

6.5.2 - ASA and SAA Triangles

6.5.2 - ASA and SAA Triangles

6.4.3 - Expressions of Inverse Trig Functions

6.4.3 - Expressions of Inverse Trig Functions

6.5.1 - The Law of Sines

6.5.1 - The Law of Sines

6.4.2 - Finding Angles of a Right Triangle

6.4.2 - Finding Angles of a Right Triangle

6.4.1 - Inverse Trigonometric Functions of Angles

6.4.1 - Inverse Trigonometric Functions of Angles

6.3.4 - Area of a Triangle Using Sine

6.3.4 - Area of a Triangle Using Sine

6.3.3 - Identities and Examples

6.3.3 - Identities and Examples

6.3.2 - Reference Angles

6.3.2 - Reference Angles

6.3.1 - Trigonometric Functions of Angles

6.3.1 - Trigonometric Functions of Angles

9.2.3 - Finding Inverses

9.2.3 - Finding Inverses

9.2.1 - Congruence (Modular Arithmetic)

9.2.1 - Congruence (Modular Arithmetic)

9.2.2 - Inverses and Zero-Divisors

9.2.2 - Inverses and Zero-Divisors

9.1.3 - Linear Combinations and the Matrix Method

9.1.3 - Linear Combinations and the Matrix Method

9.1.2 - G.C.D and the Euclidean Algorithm

9.1.2 - G.C.D and the Euclidean Algorithm

8.3.1 - Solving Systems with Matrices

8.3.1 - Solving Systems with Matrices

8.1.1 - Vectors

8.1.1 - Vectors

9.1.1 - Primes and Divisors

9.1.1 - Primes and Divisors

8.1.3 - Matrix Product

8.1.3 - Matrix Product

8.1.2 - Matrices

8.1.2 - Matrices

6.3.2 - Card Problems

6.3.2 - Card Problems

6.1.2 - Non-Uniform Probability

6.1.2 - Non-Uniform Probability

6.3.1 - Choosing Marbles

6.3.1 - Choosing Marbles

6.1.1 - Uniform Probability

6.1.1 - Uniform Probability

6.3.3 - Choosing a Committee

6.3.3 - Choosing a Committee

5.2.2 - Principle of Inclusion and Exclusion

5.2.2 - Principle of Inclusion and Exclusion

5.1.2 - The Multiplication Principle

5.1.2 - The Multiplication Principle

5.1.3 - Tree Diagrams

5.1.3 - Tree Diagrams

5.2.1 - Unions of Events

5.2.1 - Unions of Events

5.1.1 - Experiments and Events

5.1.1 - Experiments and Events

5.6.2 - Worked Examples

5.6.2 - Worked Examples

5.5.3 - Worked Examples

5.5.3 - Worked Examples

5.6.1 - The Binomial Theorem

5.6.1 - The Binomial Theorem

5.5.2 - Pascal's Triangle

5.5.2 - Pascal's Triangle

5.5.1 - Selections

5.5.1 - Selections

5.4.3 - Worked Examples

5.4.3 - Worked Examples

5.4.2 - Permutations

5.4.2 - Permutations

5.4.1 - Arrangements

5.4.1 - Arrangements

4.3.4 - Inverse Functions

4.3.4 - Inverse Functions

4.3.3 - 1-1 and Onto Functions

4.3.3 - 1-1 and Onto Functions

4.3.5 - Properties of Inverse Functions

4.3.5 - Properties of Inverse Functions

4.2.3 - Worked Examples

4.2.3 - Worked Examples

4.3.2 - Function Composition

4.3.2 - Function Composition

4.3.1 - Definition of Functions

4.3.1 - Definition of Functions

4.1.5 - Relations on a Set

4.1.5 - Relations on a Set

4.2.2 - Congruence

4.2.2 - Congruence

4.2.1 - Equivalence Relations

4.2.1 - Equivalence Relations

4.1.4 - Worked Examples

4.1.4 - Worked Examples

4.1.3 - Inverse Relations

4.1.3 - Inverse Relations

4.1.2 - Compound Relations

4.1.2 - Compound Relations

4.1.1 - Binary Relations

4.1.1 - Binary Relations

2.4.3 - Properties of the Cartesian Product

2.4.3 - Properties of the Cartesian Product

2.4.1 Symmetric Difference of Sets

2.4.1 Symmetric Difference of Sets

2.3.2 - Truth Tables and Subsets

2.3.2 - Truth Tables and Subsets

2.4.2 - The Cartesian Product

2.4.2 - The Cartesian Product

2.3.1 - Truth Tables of Sets

2.3.1 - Truth Tables of Sets

2.2.3 - Properties of Set Operations

2.2.3 - Properties of Set Operations

2.2.1 - Special Sets

2.2.1 - Special Sets

2.2.2 - Set Operations

2.2.2 - Set Operations

2.1.3 - Laws of Logic

2.1.3 - Laws of Logic

2.1.1 - Propositions

2.1.1 - Propositions

2.1.2 - Truth Tables

2.1.2 - Truth Tables

1.2.3 - Biconditional Statements

1.2.3 - Biconditional Statements

1.2.2 - Converse and Contrapositive

1.2.2 - Converse and Contrapositive

1.2.1 - Conditional Statements

1.2.1 - Conditional Statements

0.1.10 Absolute Value, Floor and Ceiling

0.1.10 Absolute Value, Floor and Ceiling

0.1.9 Logarithms

0.1.9 Logarithms

0.1.8 Exponents

0.1.8 Exponents

0.1.6 Factors and Divisors

0.1.6 Factors and Divisors

0.1.7 Primes and the Fundamental Theorem of Arithmetic

0.1.7 Primes and the Fundamental Theorem of Arithmetic

0.1.5 Complex Numbers

0.1.5 Complex Numbers

0.1.2 Integers and Natural Numbers

0.1.2 Integers and Natural Numbers

0.1.4 Reals and Irrationals

0.1.4 Reals and Irrationals

0.1.3 The Rational Numbers

0.1.3 The Rational Numbers

0.1.1 Introduction to Sets

0.1.1 Introduction to Sets

6.2.6 More Worked Examples

6.2.6 More Worked Examples

6.2.5 Worked Examples

6.2.5 Worked Examples

6.2.4 Solving a Right Triangle

6.2.4 Solving a Right Triangle

6.2.3 Special Triangles

6.2.3 Special Triangles

6.2.1 SOHCAHTOA

6.2.1 SOHCAHTOA

6.2.2 Right Triangles and the Unit Circle

6.2.2 Right Triangles and the Unit Circle

6.1.3 Worked Examples

6.1.3 Worked Examples

6.1.2 Circular Arcs, Sectors and Motion

6.1.2 Circular Arcs, Sectors and Motion

6.1.1 Angle Measure, Radians and Degrees

6.1.1 Angle Measure, Radians and Degrees

5.5.2 Inverse Cosine

5.5.2 Inverse Cosine

5.5.3 Inverse Tangent

5.5.3 Inverse Tangent

5.5.1 Inverse Sine

5.5.1 Inverse Sine

5.4.3 Transformations and Examples

5.4.3 Transformations and Examples

5.4.1 Graphing Tangent and Cotangent

5.4.1 Graphing Tangent and Cotangent

5.4.2 Graphing Secant and Cosecant

5.4.2 Graphing Secant and Cosecant

5.3.5 Worked Examples

5.3.5 Worked Examples

5.3.4 Shifting Sine and Cosine

5.3.4 Shifting Sine and Cosine

5.3.3 Amplitude and Period

5.3.3 Amplitude and Period

5.3.2 Transformations of Sine and Cosine

5.3.2 Transformations of Sine and Cosine

5.3.1 Graphing Sine and Cosine

5.3.1 Graphing Sine and Cosine

5 2 6 Worked Examples

5 2 6 Worked Examples

5 2 5 Pythagorean Identities

5 2 5 Pythagorean Identities

5 2 4 Even and Odd Trig Functions

5 2 4 Even and Odd Trig Functions

5 2 3 Signs of Trig Functions

5 2 3 Signs of Trig Functions

5 2 2 Domains of Trigonometric Functions

5 2 2 Domains of Trigonometric Functions

5 2 1 Trigonometric Functions of Real Numbers

5 2 1 Trigonometric Functions of Real Numbers

5 1 6 Using Reference Numbers to find Terminal Points

5 1 6 Using Reference Numbers to find Terminal Points

5 1 4 Common Terminal Points

5 1 4 Common Terminal Points

5 1 5 Reference Numbers

5 1 5 Reference Numbers

5 1 3 Terminal Points

5 1 3 Terminal Points

5 1 2 Quadrants and the Unit Circle

5 1 2 Quadrants and the Unit Circle

5 1 1 The Unit Circle

5 1 1 The Unit Circle