Канал: Houston Math Prep

Systems of Nonlinear Equations (Precalculus)

Systems of Nonlinear Equations (Precalculus)

Cramer's Rule (Precalculus & Linear Algebra)

Cramer's Rule (Precalculus & Linear Algebra)

Determinants (Linear Algebra)

Determinants (Linear Algebra)

Identity Matrices & Transpose of a Matrix (Linear Algebra)

Identity Matrices & Transpose of a Matrix (Linear Algebra)

Matrix Addition & Multiplication (Linear Algebra)

Matrix Addition & Multiplication (Linear Algebra)

The Matrix Equation Ax=b (Linear Algebra)

The Matrix Equation Ax=b (Linear Algebra)

Linear Combinations & Span of Vectors (Linear Algebra)

Linear Combinations & Span of Vectors (Linear Algebra)

Intro to Vectors in 2D Space (Linear Algebra)

Intro to Vectors in 2D Space (Linear Algebra)

Basic Variables & Free Variables (Linear Algebra)

Basic Variables & Free Variables (Linear Algebra)

The Row Reduction Algorithm (Linear Algebra)

The Row Reduction Algorithm (Linear Algebra)

Elementary Row Operations (Linear Algebra)

Elementary Row Operations (Linear Algebra)

Echelon Forms, Pivots & Pivot Columns (Linear Algebra)

Echelon Forms, Pivots & Pivot Columns (Linear Algebra)

Intro to Systems of Linear Equations (Linear Algebra)

Intro to Systems of Linear Equations (Linear Algebra)

Multiplication Rule for Probability (Example 1)

Multiplication Rule for Probability (Example 1)

Directional Derivatives (Calculus 3)

Directional Derivatives (Calculus 3)

The Gradient of a Function (Calculus 3)

The Gradient of a Function (Calculus 3)

Multivariable Chain Rule (Calculus 3)

Multivariable Chain Rule (Calculus 3)

Introduction to Partial Derivatives (Calculus 3)

Introduction to Partial Derivatives (Calculus 3)

Limits of Functions of Two Variables (Calculus 3)

Limits of Functions of Two Variables (Calculus 3)

Level Curves and Contour Maps (Calculus 3)

Level Curves and Contour Maps (Calculus 3)

Functions of Several Variables (Introduction)

Functions of Several Variables (Introduction)

Integration of Vector Functions (Calculus 3)

Integration of Vector Functions (Calculus 3)

Unit Tangent Vector & Principal Unit Normal Vector (Calculus 3)

Unit Tangent Vector & Principal Unit Normal Vector (Calculus 3)

Derivatives and Tangent Vectors (Vector-Valued Functions)

Derivatives and Tangent Vectors (Vector-Valued Functions)

Arc Length (Calculus 3)

Arc Length (Calculus 3)

Limits and Continuity of Vector-Valued Functions (Calculus 3)

Limits and Continuity of Vector-Valued Functions (Calculus 3)

Curvature of a Vector Function (Calculus 3)

Curvature of a Vector Function (Calculus 3)

Intercepts and Traces of Surfaces (in 3D Space)

Intercepts and Traces of Surfaces (in 3D Space)

Cylinders (Calculus 3)

Cylinders (Calculus 3)

Quadric Surfaces (Calculus 3)

Quadric Surfaces (Calculus 3)

Vector-Valued Functions (Introduction)

Vector-Valued Functions (Introduction)

Equations for Spheres (Introduction)

Equations for Spheres (Introduction)

Equation of a Sphere (Using Completing the Square)

Equation of a Sphere (Using Completing the Square)

Parametric Equations of Lines in 3D (Calculus 3)

Parametric Equations of Lines in 3D (Calculus 3)

Normal Vectors and Equations of Planes (Calculus 3)

Normal Vectors and Equations of Planes (Calculus 3)

The Box Product (Triple Scalar Product)

The Box Product (Triple Scalar Product)

Finding Areas Using the Cross Product (Calculus 3)

Finding Areas Using the Cross Product (Calculus 3)

Cross Product (Introduction)

Cross Product (Introduction)

Vector Projections and Scalar Projections (Calculus 3)

Vector Projections and Scalar Projections (Calculus 3)

Dot Products (In 3-dimensional Space)

Dot Products (In 3-dimensional Space)

Unit Vectors & Scalar Multiplication (in 3 dimensions)

Unit Vectors & Scalar Multiplication (in 3 dimensions)

Vector Addition and Resultants (in 3 dimensions)

Vector Addition and Resultants (in 3 dimensions)

Vectors in 3 Dimensions (Introduction)

Vectors in 3 Dimensions (Introduction)

Distance Between Two Points in 3D (Calculus 3)

Distance Between Two Points in 3D (Calculus 3)

Midpoint in 3D Space (Calculus 3)

Midpoint in 3D Space (Calculus 3)

The 3D Cartesian Coordinate System (Introduction)

The 3D Cartesian Coordinate System (Introduction)

Evaluating Limits Algebraically (Calculus 1)

Evaluating Limits Algebraically (Calculus 1)

Alternating Series & Alternating Harmonic Series (Introduction)

Alternating Series & Alternating Harmonic Series (Introduction)

Mixed Numbers (Math for Teachers)

Mixed Numbers (Math for Teachers)

Equivalent Fractions, Simplifying & Ordering Fractions (Math for Teachers)

Equivalent Fractions, Simplifying & Ordering Fractions (Math for Teachers)

Intro to Rational Numbers (Math for Teachers)

Intro to Rational Numbers (Math for Teachers)

Integer Multiplication and Division Properties (Math for Teachers)

Integer Multiplication and Division Properties (Math for Teachers)

Integer Division Models (Math for Teachers)

Integer Division Models (Math for Teachers)

Integer Multiplication Models (Math for Teachers)

Integer Multiplication Models (Math for Teachers)

Integer Addition and Subtraction Properties (Math for Teachers)

Integer Addition and Subtraction Properties (Math for Teachers)

Integer Subtraction Models (Math for Teachers)

Integer Subtraction Models (Math for Teachers)

Integer Addition Models (Math for Teachers)

Integer Addition Models (Math for Teachers)

Integer Models and Representations (Math for Teachers)

Integer Models and Representations (Math for Teachers)

Matrix Multiplication (Examples)

Matrix Multiplication (Examples)

Logical Equivalence with Truth Tables

Logical Equivalence with Truth Tables

Conditional Statements and Implication (Logic)

Conditional Statements and Implication (Logic)

De Morgan's Law (Logic)

De Morgan's Law (Logic)

Truth Tables (Introduction)

Truth Tables (Introduction)

Compound Statements and Connectives (Logic)

Compound Statements and Connectives (Logic)

Quantifiers in Logic

Quantifiers in Logic

Statements and Negations (Logic)

Statements and Negations (Logic)

Finding Equations of Parallel and Perpendicular Lines

Finding Equations of Parallel and Perpendicular Lines

Find the Equation of a Line Using the Point-Slope Equation

Find the Equation of a Line Using the Point-Slope Equation

Slope-Intercept Form of a Line (Algebra)

Slope-Intercept Form of a Line (Algebra)

Finding Distance Between Two Points (Algebra)

Finding Distance Between Two Points (Algebra)

Finding Midpoint Between Two Points (Algebra)

Finding Midpoint Between Two Points (Algebra)

Computing Laplace Transforms (Using the Integral Definition)

Computing Laplace Transforms (Using the Integral Definition)

Inverse Laplace Transform Examples (Using a Table)

Inverse Laplace Transform Examples (Using a Table)

Linearity of Laplace Transforms (Differential Equations)

Linearity of Laplace Transforms (Differential Equations)

Introduction to Laplace Transforms (Differential Equations)

Introduction to Laplace Transforms (Differential Equations)

Determinate and Indeterminate Forms (Introduction)

Determinate and Indeterminate Forms (Introduction)

Cauchy-Euler Differential Equations (2nd Order Homogeneous)

Cauchy-Euler Differential Equations (2nd Order Homogeneous)

Cauchy-Euler Differential Equations (2nd Order Non-Homogeneous)

Cauchy-Euler Differential Equations (2nd Order Non-Homogeneous)

Variation of Parameters (Examples with "a" not equal 1)

Variation of Parameters (Examples with "a" not equal 1)

Base 5 (Quinary Number System, Conversions & Arithmetic)

Base 5 (Quinary Number System, Conversions & Arithmetic)

Variation of Parameters (Examples)

Variation of Parameters (Examples)

Variation of Parameters (Introduction)

Variation of Parameters (Introduction)

The GCD and LCM Product (Math for Teachers)

The GCD and LCM Product (Math for Teachers)

Methods for Finding the Least Common Multiple (Math for Teachers)

Methods for Finding the Least Common Multiple (Math for Teachers)

The Euclidean Algorithm (Finding the GCD/GCF)

The Euclidean Algorithm (Finding the GCD/GCF)

Methods for Finding the Greatest Common Factor (GCF)

Methods for Finding the Greatest Common Factor (GCF)

Is a Number Prime or Composite? (Math for Teachers)

Is a Number Prime or Composite? (Math for Teachers)

Number of Whole Number Divisors (Math for Teachers)

Number of Whole Number Divisors (Math for Teachers)

Prime Numbers, Composite Numbers & Prime Factorization Methods

Prime Numbers, Composite Numbers & Prime Factorization Methods

Whole Number Divisibility Properties (Math for Teachers)

Whole Number Divisibility Properties (Math for Teachers)

Base 2 (Binary Number System, Conversions & Arithmetic)

Base 2 (Binary Number System, Conversions & Arithmetic)

Base 12 (Duodecimal System & Conversions)

Base 12 (Duodecimal System & Conversions)

Critical Points and Extrema (Intro & Examples)

Critical Points and Extrema (Intro & Examples)

How to Compute a Wronskian & Linear Independence

How to Compute a Wronskian & Linear Independence

Undetermined Coefficients (Multiplying by x for Linear Independence)

Undetermined Coefficients (Multiplying by x for Linear Independence)

Method of Undetermined Coefficients (Second Order Non-Homogeneous Equations)

Method of Undetermined Coefficients (Second Order Non-Homogeneous Equations)

Properties of Exponents (Whole Numbers)

Properties of Exponents (Whole Numbers)

Properties of Multiplication & Division (Whole Numbers)

Properties of Multiplication & Division (Whole Numbers)

Partial Quotient Division Algorithm (Whole Numbers)

Partial Quotient Division Algorithm (Whole Numbers)

Division Standard Algorithm (Whole Numbers)

Division Standard Algorithm (Whole Numbers)

Division Strategies & Models (Whole Numbers)

Division Strategies & Models (Whole Numbers)

Lattice Multiplication Algorithm (Whole Numbers)

Lattice Multiplication Algorithm (Whole Numbers)

Partial Products Multiplication Algorithm (Whole Numbers)

Partial Products Multiplication Algorithm (Whole Numbers)

Standard Multiplication Algorithm (Whole Numbers)

Standard Multiplication Algorithm (Whole Numbers)

Multiplication Strategies & Methods (Whole Numbers)

Multiplication Strategies & Methods (Whole Numbers)

Closure Under Addition (Sets of Whole Numbers)

Closure Under Addition (Sets of Whole Numbers)

Addition & Subtraction Properties (Whole Numbers)

Addition & Subtraction Properties (Whole Numbers)

Trade First Subtraction Algorithm (Whole Numbers)

Trade First Subtraction Algorithm (Whole Numbers)

Counting Up Subtraction Algorithm (Whole Numbers)

Counting Up Subtraction Algorithm (Whole Numbers)

Equal Additions Subtraction Algorithm (Whole Numbers)

Equal Additions Subtraction Algorithm (Whole Numbers)

Subtraction Standard Algorithm (Whole Numbers)

Subtraction Standard Algorithm (Whole Numbers)

Subtraction Strategies & Methods (Whole Numbers)

Subtraction Strategies & Methods (Whole Numbers)

Scratch Addition Algorithm (Whole Numbers)

Scratch Addition Algorithm (Whole Numbers)

Column Addition Algorithm (Whole Numbers)

Column Addition Algorithm (Whole Numbers)

Lattice Addition Algorithm (Whole Numbers)

Lattice Addition Algorithm (Whole Numbers)

Opposite Change Rule for Addition (Whole Numbers)

Opposite Change Rule for Addition (Whole Numbers)

Partial Sums Addition Algorithm (Whole Numbers)

Partial Sums Addition Algorithm (Whole Numbers)

Addition Standard Algorithm (Whole Numbers)

Addition Standard Algorithm (Whole Numbers)

Addition Strategies & Methods (Whole Numbers)

Addition Strategies & Methods (Whole Numbers)

Problem Solving (Guess and Check)

Problem Solving (Guess and Check)

Problem Solving (Working Backward)

Problem Solving (Working Backward)

Problem Solving (Make a Diagram)

Problem Solving (Make a Diagram)

Problem Solving (Make a Table)

Problem Solving (Make a Table)

Problem Solving (Look for a Pattern)

Problem Solving (Look for a Pattern)

Second-Order Equations with Constant Coefficients (Complex Roots)

Second-Order Equations with Constant Coefficients (Complex Roots)

Second-Order Equations with Constant Coefficients (Repeated Real Roots)

Second-Order Equations with Constant Coefficients (Repeated Real Roots)

Second-Order Equations with Constant Coefficients (Distinct Real Roots)

Second-Order Equations with Constant Coefficients (Distinct Real Roots)

Second-Order Homogeneous Equations (Constant Coefficients Introduction)

Second-Order Homogeneous Equations (Constant Coefficients Introduction)

Reduction of Order (Second-Order Non-Homogeneous Example)

Reduction of Order (Second-Order Non-Homogeneous Example)

Reduction of Order (Additional Homogeneous Equation Example)

Reduction of Order (Additional Homogeneous Equation Example)

Reduction of Order (Introduction)

Reduction of Order (Introduction)

Second-Order Differential Equations (Introduction)

Second-Order Differential Equations (Introduction)

Average Value of a Function (Calculus 1)

Average Value of a Function (Calculus 1)

Definite Integrals Using Symmetry of Functions (Calculus 1)

Definite Integrals Using Symmetry of Functions (Calculus 1)

Definite Integral Examples (Area Under Curves)

Definite Integral Examples (Area Under Curves)

Fundamental Theorem of Calculus (Part 1 & Part 2)

Fundamental Theorem of Calculus (Part 1 & Part 2)

Riemann Sums (Midpoint Example)

Riemann Sums (Midpoint Example)

Riemann Sums (Left Hand & Right Hand Approximation)

Riemann Sums (Left Hand & Right Hand Approximation)

Definite Integrals, Net Area & Signed Area (Calculus 1)

Definite Integrals, Net Area & Signed Area (Calculus 1)

Initial-Value Problems & Particular Solutions (Calculus 1)

Initial-Value Problems & Particular Solutions (Calculus 1)

Properties of Indefinite Integrals (Introduction & Examples)

Properties of Indefinite Integrals (Introduction & Examples)

Antiderivatives with Reverse Derivative Formulas (Calculus 1)

Antiderivatives with Reverse Derivative Formulas (Calculus 1)

Power Rule for Integration (Introduction & Examples)

Power Rule for Integration (Introduction & Examples)

Introduction to Antiderivatives (Calculus 1)

Introduction to Antiderivatives (Calculus 1)

Integrals Resulting in Inverse Secant Functions (Examples)

Integrals Resulting in Inverse Secant Functions (Examples)

Integrals Resulting in Inverse Tangent Functions (Examples)

Integrals Resulting in Inverse Tangent Functions (Examples)

Integrals Resulting in Inverse Sine Functions (Examples)

Integrals Resulting in Inverse Sine Functions (Examples)

Integrals Resulting in Inverse Trig Functions (Introduction)

Integrals Resulting in Inverse Trig Functions (Introduction)

Shortcut for Constant Multiples (Integrals U Substitution)

Shortcut for Constant Multiples (Integrals U Substitution)

Antiderivatives of Tangent & Secant Functions (Integration)

Antiderivatives of Tangent & Secant Functions (Integration)

Definite Integrals with U Substitution (Calculus)

Definite Integrals with U Substitution (Calculus)

Integration with U Substitution (Indefinite Integral Examples)

Integration with U Substitution (Indefinite Integral Examples)

Integration with U Substitution (Introduction)

Integration with U Substitution (Introduction)

Integrating Exponential Functions (Bases Other Than e)

Integrating Exponential Functions (Bases Other Than e)

Integrals Containing Exponential Functions (U Substitution)

Integrals Containing Exponential Functions (U Substitution)

Log Rule for Integration (Using U Substitution)

Log Rule for Integration (Using U Substitution)

Improved Euler's Method (Numerical Solutions for Differential Equations)

Improved Euler's Method (Numerical Solutions for Differential Equations)

Euler's Method (Numerical Solutions for Differential Equations)

Euler's Method (Numerical Solutions for Differential Equations)

Slope Fields (First-Order Differential Equations)

Slope Fields (First-Order Differential Equations)

Exact Differential Equations (First-Order Differential Equations)

Exact Differential Equations (First-Order Differential Equations)

Bernoulli First-Order Differential Equations (Examples)

Bernoulli First-Order Differential Equations (Examples)

Homogeneous First-Order Differential Equations (Examples)

Homogeneous First-Order Differential Equations (Examples)

Bernoulli First-Order Differential Equations (Introduction)

Bernoulli First-Order Differential Equations (Introduction)

Homogeneous First-Order Differential Equations (Introduction)

Homogeneous First-Order Differential Equations (Introduction)

RL Series Circuit (Linear First-Order Differential Equation)

RL Series Circuit (Linear First-Order Differential Equation)

Mixture/Concentration Example (Linear 1st-Order Differential Equation)

Mixture/Concentration Example (Linear 1st-Order Differential Equation)

First-Order Linear Differential Equations (Examples)

First-Order Linear Differential Equations (Examples)

Newton's Law of Cooling (First-Order Linear Differential Equation)

Newton's Law of Cooling (First-Order Linear Differential Equation)

Linear First-Order Equations (Initial-Value Problem Examples)

Linear First-Order Equations (Initial-Value Problem Examples)

First-Order Linear Differential Equations & Integrating Factors (Introduction)

First-Order Linear Differential Equations & Integrating Factors (Introduction)

Related Rates (Cone Example)

Related Rates (Cone Example)

Related Rates (Distance Example)

Related Rates (Distance Example)

Related Rates (Cylinder Example)

Related Rates (Cylinder Example)

Related Rates (Introduction)

Related Rates (Introduction)

Logarithmic Differentiation (Calculus)

Logarithmic Differentiation (Calculus)

Derivatives of Exponential & Log Functions (Bases Other Than e)

Derivatives of Exponential & Log Functions (Bases Other Than e)

Derivatives of Inverse Trigonometric Functions (Secant & Cosecant)

Derivatives of Inverse Trigonometric Functions (Secant & Cosecant)

Derivatives of Natural Logarithm & Natural Exponential Functions

Derivatives of Natural Logarithm & Natural Exponential Functions

Derivatives of Inverse Trigonometric Functions (Tangent & Cotangent)

Derivatives of Inverse Trigonometric Functions (Tangent & Cotangent)

Derivatives of Inverse Trigonometric Functions (Sine & Cosine)

Derivatives of Inverse Trigonometric Functions (Sine & Cosine)

Implicit Differentiation (First Derivatives)

Implicit Differentiation (First Derivatives)

The Chain Rule for Differentiation (Calculus 1)

The Chain Rule for Differentiation (Calculus 1)

Implicit Differentiation (Second Derivatives)

Implicit Differentiation (Second Derivatives)

Higher Order Derivatives (Calculus 1)

Higher Order Derivatives (Calculus 1)

Derivatives of Secant and Cosecant Functions (Calculus 1)

Derivatives of Secant and Cosecant Functions (Calculus 1)

Derivatives of Tangent and Cotangent Functions (Calculus 1)

Derivatives of Tangent and Cotangent Functions (Calculus 1)

Derivatives of Sine and Cosine Functions (Calculus 1)

Derivatives of Sine and Cosine Functions (Calculus 1)

Position, Velocity & Acceleration (Calculus 1)

Position, Velocity & Acceleration (Calculus 1)

Quotient Rule Derivatives (Calculus 1)

Quotient Rule Derivatives (Calculus 1)

Product Rule Derivatives (Calculus 1)

Product Rule Derivatives (Calculus 1)

Differentiability and Continuity (Piecewise Functions)

Differentiability and Continuity (Piecewise Functions)

Finding Slopes and Equations of Tangent Lines (Calculus 1)

Finding Slopes and Equations of Tangent Lines (Calculus 1)

Newton's Law of Cooling (Separable Differential Equations)

Newton's Law of Cooling (Separable Differential Equations)

Logistic Growth (Separable Differential Equations)

Logistic Growth (Separable Differential Equations)

Separable Differential Equations (Examples)

Separable Differential Equations (Examples)

Exponential Change (Separable Differential Equations)

Exponential Change (Separable Differential Equations)

Separable Differential Equations (Initial-Value Problem Examples)

Separable Differential Equations (Initial-Value Problem Examples)

Separable Differential Equations (Introduction)

Separable Differential Equations (Introduction)

Directly Integrable Differential Equations

Directly Integrable Differential Equations

Introduction to Ordinary Differential Equations

Introduction to Ordinary Differential Equations