Канал: The Maths Hack with Ken Herbert.

Logical Implication and Equivalence 😎

Logical Implication and Equivalence 😎

3^n is always odd

3^n is always odd

Number Systems 2: Some Relationships

Number Systems 2: Some Relationships

Number Systems 1 Overview

Number Systems 1 Overview

Divisibility 1 Intro Shorty #maths #mathematics #education #learn

Divisibility 1 Intro Shorty #maths #mathematics #education #learn

Divisibility 1 Intro

Divisibility 1 Intro

Mathematical Problem Solving (with a little help from Polya and Palincsar)

Mathematical Problem Solving (with a little help from Polya and Palincsar)

Example of Variable Forces Rectilinear Motion

Example of Variable Forces Rectilinear Motion

Matrix Multiplication Quick Review

Matrix Multiplication Quick Review

Opposite Angles in a Cyclic Quadrilateral are Equal.

Opposite Angles in a Cyclic Quadrilateral are Equal.

Circle Theorem Proofs - Finding Angles

Circle Theorem Proofs - Finding Angles

Matrix Multiplicative and Additive Identity Intro

Matrix Multiplicative and Additive Identity Intro

Associativity and Distributivity Matrices and Reals Recap

Associativity and Distributivity Matrices and Reals Recap

Matrix Multiplication Commutativity and Conformability Recap

Matrix Multiplication Commutativity and Conformability Recap

Introducing r and R-Squared

Introducing r and R-Squared

Linear or Least Squares Regression 2

Linear or Least Squares Regression 2

Linear or Least Squares Regression 1 - An Introduction

Linear or Least Squares Regression 1 - An Introduction

Time Series and Time Axes

Time Series and Time Axes

Permutations with Indistinguishable Objects

Permutations with Indistinguishable Objects

QLD Specialist Mathematics Public Use Mock External Exam Paper 1 (Tech Free) Q6-Q10

QLD Specialist Mathematics Public Use Mock External Exam Paper 1 (Tech Free) Q6-Q10

QLD Specialist Mathematics Public Use Mock External Exam 2020 Paper 1 (Tech Free) Q1-Q5.

QLD Specialist Mathematics Public Use Mock External Exam 2020 Paper 1 (Tech Free) Q1-Q5.

Introduction to Polynomial Curve Sketching by Hand

Introduction to Polynomial Curve Sketching by Hand

Confidence Intervals for Population Means: Conceptual Summary

Confidence Intervals for Population Means: Conceptual Summary

Confidence Intervals to Estimate Population Means

Confidence Intervals to Estimate Population Means

Optimisation with Angular Change - Simple

Optimisation with Angular Change - Simple

Standard Normality and Sample Means

Standard Normality and Sample Means

Optimisation and the role of derivatives

Optimisation and the role of derivatives

Sample Means and Expected Value

Sample Means and Expected Value

Curve Sketch Using 1st and 2nd Derivatives and Key Features 2

Curve Sketch Using 1st and 2nd Derivatives and Key Features 2

Sample Mean Distribution and Central Limit Theorem

Sample Mean Distribution and Central Limit Theorem

Curve Sketching Using Derivatives and Other Features 1

Curve Sketching Using Derivatives and Other Features 1

Sample Means and Population Means 1

Sample Means and Population Means 1

Second Derivative Test

Second Derivative Test

Concavity and the Second Derivative

Concavity and the Second Derivative

The Second Derivative.

The Second Derivative.

Acceleration is the Second Derivative!

Acceleration is the Second Derivative!

Simulation Showing Confidence Int Variation and Parameter Inclusion

Simulation Showing Confidence Int Variation and Parameter Inclusion

Margin of Error vs Sample Size

Margin of Error vs Sample Size

Margin of Error and Confidence Level the trade off

Margin of Error and Confidence Level the trade off

Interpreting Confidence Intervals Correctly for Proportions

Interpreting Confidence Intervals Correctly for Proportions

Calculating Confidence Intervals for Proportions

Calculating Confidence Intervals for Proportions

Normality of Sample Proportions Large Sample Sizes 2

Normality of Sample Proportions Large Sample Sizes 2

Normality of Sample Proportion Large Samples 1

Normality of Sample Proportion Large Samples 1

Approximating a Binomial Distribution with a Normal Distribution: da rulz

Approximating a Binomial Distribution with a Normal Distribution: da rulz

Sample Proportion 4 Mean SD Part B

Sample Proportion 4 Mean SD Part B

Sample Proportion 3 Mean and SD Part A

Sample Proportion 3 Mean and SD Part A

Sample Proportion 2 Small Population Sampling Distribution

Sample Proportion 2 Small Population Sampling Distribution

Sample Proportion 1

Sample Proportion 1

Random Sampling 3: Investigating Variability

Random Sampling 3: Investigating Variability

Random Sampling 2: Statistical Inference and Random Generation

Random Sampling 2: Statistical Inference and Random Generation

Random Sampling 1: Background

Random Sampling 1: Background

Normal and Binomial Distributions - Problem Solving

Normal and Binomial Distributions - Problem Solving

Skew in Graphs of Discrete and Continuous Probability Distributions

Skew in Graphs of Discrete and Continuous Probability Distributions

Quantiles and Percentiles in Normal Distributions - A Nice, Fast Video

Quantiles and Percentiles in Normal Distributions - A Nice, Fast Video

Standard Normal Distributions 3 - Empirical Rule

Standard Normal Distributions 3 - Empirical Rule

Standard Normal Distributions 2 - Standardisation

Standard Normal Distributions 2 - Standardisation

Standard Normal Distribution 1

Standard Normal Distribution 1

Normal Distribution 2

Normal Distribution 2

Normal Distributions 1 a rough guide

Normal Distributions 1 a rough guide

Cummulative Distribution Functions 2

Cummulative Distribution Functions 2

Cumulative Distributions Density Functions 1

Cumulative Distributions Density Functions 1

Variance and Standard Deviation of Continuous Random Variables

Variance and Standard Deviation of Continuous Random Variables

Mean Expected Value of Continuous Random Variable

Mean Expected Value of Continuous Random Variable

Probability Density Functions Identify Understand 2

Probability Density Functions Identify Understand 2

Probability Density Functions Identifying & Understanding Part1

Probability Density Functions Identifying & Understanding Part1

Using data to estimate a continuous random variable 2

Using data to estimate a continuous random variable 2

Estimating Probabilities Associated with Continuous Random Variables 1

Estimating Probabilities Associated with Continuous Random Variables 1

Binomial Probability Distributions Mean, Variance, SD

Binomial Probability Distributions Mean, Variance, SD

Binomial Probability Distributions 3

Binomial Probability Distributions 3

Binomial Probability Distributions 2

Binomial Probability Distributions 2

Binomial Probability Distribution 1

Binomial Probability Distribution 1

Bernoulli Random Variables 2: Mean, Variance, Standard Deviation.

Bernoulli Random Variables 2: Mean, Variance, Standard Deviation.

Bernoulli Random Variable Can Model Two Outcome Situations

Bernoulli Random Variable Can Model Two Outcome Situations

The Bernoulli Distribution

The Bernoulli Distribution

Problem Solving in 3D Using Cosine Rule

Problem Solving in 3D Using Cosine Rule

Ambiguous Case of the Sine Rule

Ambiguous Case of the Sine Rule

Using Integration when Given Marginal Cost of Production

Using Integration when Given Marginal Cost of Production

Integration and Motion non vector approach

Integration and Motion non vector approach

Area Properties of Integrals 2: Technology and Terminology

Area Properties of Integrals 2: Technology and Terminology

First Fundamental Theorem of Calculus #3 Using Definite Integral

First Fundamental Theorem of Calculus #3 Using Definite Integral

First Fundamental Theorem of Calculus #2 Taking it to the Limit

First Fundamental Theorem of Calculus #2 Taking it to the Limit

Fundamental Theorem of Calculus 1 Rectangular Strips are a Start

Fundamental Theorem of Calculus 1 Rectangular Strips are a Start

Integration by Recognition

Integration by Recognition

Variations of Integral of f(ax+b)dx

Variations of Integral of f(ax+b)dx

Integrals involving derivative over function

Integrals involving derivative over function

Proof by Mathematical Induction with Trig Based Products

Proof by Mathematical Induction with Trig Based Products

Proof by Mathematical Induction Involving Inequalities

Proof by Mathematical Induction Involving Inequalities

Mathematical Induction Proofs - Divisibility with Power Terms (Spot substitution error from 1:58).

Mathematical Induction Proofs - Divisibility with Power Terms (Spot substitution error from 1:58).

Mathematical Induction Proofs with Sigma Notation

Mathematical Induction Proofs with Sigma Notation

YUCKS Model ZiL Calculator Rule Challenge

YUCKS Model ZiL Calculator Rule Challenge

Introduction to Simple Interest with Warm Up Quiz

Introduction to Simple Interest with Warm Up Quiz

Introduction to Parabolas - a.k.a Basics of Quadratics

Introduction to Parabolas - a.k.a Basics of Quadratics

Estimating Probabilities with Sample Means for Normal and Non normal Populations

Estimating Probabilities with Sample Means for Normal and Non normal Populations

Confidence Interval Examples with Sample Means Standard Deviations

Confidence Interval Examples with Sample Means Standard Deviations

Find Equation Straight Line Given Grad and Pt Part 2

Find Equation Straight Line Given Grad and Pt Part 2

Find Equation to Straight Line Given Grad Pt Part 1

Find Equation to Straight Line Given Grad Pt Part 1

Gradient Intercept Form of a Linear Function

Gradient Intercept Form of a Linear Function

Valid Arguments

Valid Arguments

Direct Proportion and Linear Functions

Direct Proportion and Linear Functions

Lines with One Intercept

Lines with One Intercept

Two Intercept Method to Plot a Linear function

Two Intercept Method to Plot a Linear function

Introduction to Linear Relationships and Intercepts

Introduction to Linear Relationships and Intercepts

From Backtracking to Solving Equations in Sequence

From Backtracking to Solving Equations in Sequence

Solving with Balloon Negatives on Both Sides

Solving with Balloon Negatives on Both Sides

Collecting Like Terms and then Backtracking to Solve

Collecting Like Terms and then Backtracking to Solve

Variable Forces 4 SHM and Horizontal Rectilinear Motion

Variable Forces 4 SHM and Horizontal Rectilinear Motion

Variable Forces 3 Vertical Rectilinear Motion

Variable Forces 3 Vertical Rectilinear Motion

Building and backtracking with flowcharts in order to solve an equation

Building and backtracking with flowcharts in order to solve an equation

Basic Inverse Operations

Basic Inverse Operations

Variable Forces 2 Applying Newton's Second Law of Motion

Variable Forces 2 Applying Newton's Second Law of Motion

The Reasoning of Balancing

The Reasoning of Balancing

Expanding Binomials Pairs of Brackets

Expanding Binomials Pairs of Brackets

Variable Forces 1 Variable Acceleration Expressions

Variable Forces 1 Variable Acceleration Expressions

More Complex Examples of the Distributive Rule for Linear Expansion

More Complex Examples of the Distributive Rule for Linear Expansion

Resolution of a Force in a Given Direction

Resolution of a Force in a Given Direction

Modelling Motion 2 Implications of Newton's Laws of Motion for Constant Forces

Modelling Motion 2 Implications of Newton's Laws of Motion for Constant Forces

Modelling Motion 1 Some Definitions and Basics

Modelling Motion 1 Some Definitions and Basics

Slope Fields for Type 2 and 3 Differential Equations

Slope Fields for Type 2 and 3 Differential Equations

Newton's Law of Cooling and Logistic Function as Differential Equation Applications

Newton's Law of Cooling and Logistic Function as Differential Equation Applications

Rotations about the Origin Transformation Matrices

Rotations about the Origin Transformation Matrices

Differential Equations 3 Separable Equations with Functions of X and Y

Differential Equations 3 Separable Equations with Functions of X and Y

Gradient Part 2

Gradient Part 2

Gradient 1 with Evel Knievel

Gradient 1 with Evel Knievel

Differential Equations 2 rate of change is proportial to dependent variable

Differential Equations 2 rate of change is proportial to dependent variable

Differential Equations 1 An Introduction

Differential Equations 1 An Introduction

The Distance Formula for Two Points

The Distance Formula for Two Points

Implicit Differentiation 3 Equations of Tangents and Normals

Implicit Differentiation 3 Equations of Tangents and Normals

Distance Formula Introduction 1 Length of a Line

Distance Formula Introduction 1 Length of a Line

Review of Distance Between Points on Number Line

Review of Distance Between Points on Number Line

Implicit Differentiation 2 Gradient of a Tangential Point

Implicit Differentiation 2 Gradient of a Tangential Point

Midpoint Introduction

Midpoint Introduction

Implicit Differentiation 1

Implicit Differentiation 1

Exponential Probability Distribution with Integration 2

Exponential Probability Distribution with Integration 2

Inverse Trig Simple Problem

Inverse Trig Simple Problem

Exponential Probability Distribution with Integration 1

Exponential Probability Distribution with Integration 1

Simpson's Rule 2 Real life applications

Simpson's Rule 2 Real life applications

Simpson's Rule 1

Simpson's Rule 1

Using Trigonometry to Find Angles

Using Trigonometry to Find Angles

Volume of Revolution Using Integration from Discs to Washers

Volume of Revolution Using Integration from Discs to Washers

Geometric 2D Vector Proof Diagonals of a Parallelogram Giving a Rhombus

Geometric 2D Vector Proof Diagonals of a Parallelogram Giving a Rhombus

Triangle Trig When unknown is the denominator

Triangle Trig When unknown is the denominator

Volume of Solid of Revolution 1 Area bounded by line an axis either axis

Volume of Solid of Revolution 1 Area bounded by line an axis either axis

Area of Region Between Curves 3

Area of Region Between Curves 3

Area of Region Between Two Curves 2

Area of Region Between Two Curves 2

Using Trig to Find Side Lengths Unknown Numerator

Using Trig to Find Side Lengths Unknown Numerator

Two Pre-trig Skills

Two Pre-trig Skills

Area of Region Between Two Curves 1

Area of Region Between Two Curves 1

Introduction to Trig Naming Sides Ratios

Introduction to Trig Naming Sides Ratios

Pythagoras' Theorem Problem Solving with Batman

Pythagoras' Theorem Problem Solving with Batman

Integration by Substitution Revisit More Challenging 2

Integration by Substitution Revisit More Challenging 2

Integration by Substitution Revisit: More Challenging 1

Integration by Substitution Revisit: More Challenging 1

Integration Using Trigonometric Identities 2

Integration Using Trigonometric Identities 2

Similarity Proofs Introduction and Examples

Similarity Proofs Introduction and Examples

Problem Solving with Similar Triangles RMT

Problem Solving with Similar Triangles RMT

Integrating Using Trigonometric Identities 1

Integrating Using Trigonometric Identities 1

Partial Fractions 8 Irreducible Quadratic Example

Partial Fractions 8 Irreducible Quadratic Example

Partial Fractions 7 Repeated Linear Factors Example with a U Substitution

Partial Fractions 7 Repeated Linear Factors Example with a U Substitution

Partial Fractions 6 Integration Distinct Linear Factors Examples

Partial Fractions 6 Integration Distinct Linear Factors Examples

Partial Fractions 5 Irreducible Quadratics Worked Examples

Partial Fractions 5 Irreducible Quadratics Worked Examples

Partial Fractions 4 Repeated Linear Factors Worked Examples

Partial Fractions 4 Repeated Linear Factors Worked Examples

Partial Fractions 3 Distinct Linear Factors Worked Examples

Partial Fractions 3 Distinct Linear Factors Worked Examples

Partial Fractions 2

Partial Fractions 2

Partial Fractions 1

Partial Fractions 1

Integration by Parts 2

Integration by Parts 2

Integration By Parts 1

Integration By Parts 1

Integration by Substitution Integrals Involving Inverse Trig Functions

Integration by Substitution Integrals Involving Inverse Trig Functions

Integration Involving Integrals Containing Inverse Trigonometric Functions

Integration Involving Integrals Containing Inverse Trigonometric Functions

Derivative of Inverse Trigonometric Functions (Worked Examples)

Derivative of Inverse Trigonometric Functions (Worked Examples)

Determining Derivatives of Inverse Trigonometric Functions

Determining Derivatives of Inverse Trigonometric Functions

Using and Applying Inverse Trigonometric Functions 4 of 4

Using and Applying Inverse Trigonometric Functions 4 of 4

Using and Applying Inverse Trigonometric Functions 3

Using and Applying Inverse Trigonometric Functions 3

Using and Applying Inverse Trigonometric Functions 2

Using and Applying Inverse Trigonometric Functions 2

Using and Applying Inverse Trigonometric Functions 1

Using and Applying Inverse Trigonometric Functions 1

Inverse Trig Functions what to know before calculus is applied

Inverse Trig Functions what to know before calculus is applied

Anti-derivatives of y=sec^2(ax+b)

Anti-derivatives of y=sec^2(ax+b)

Integration by Substitution 1 where Derivative is Present in Integrand

Integration by Substitution 1 where Derivative is Present in Integrand

Ratio and Problem Solving

Ratio and Problem Solving

Rate Introduction

Rate Introduction

Factorisation of Cubic Polynomials Over Complex Numbers

Factorisation of Cubic Polynomials Over Complex Numbers

Ratio 1

Ratio 1

Roots of Complex Number 2

Roots of Complex Number 2

Roots of Complex Numbers 1

Roots of Complex Numbers 1

Surface Area Composite Shape Problem Solving

Surface Area Composite Shape Problem Solving

Subsets of the Complex Plane Line and Circles

Subsets of the Complex Plane Line and Circles

Open Box Prac

Open Box Prac

Vector Calculus Projectile Motion 2

Vector Calculus Projectile Motion 2

Vector Calculus Projectile motion in a plane 1

Vector Calculus Projectile motion in a plane 1

Vector Calculus 2 Collisions

Vector Calculus 2 Collisions

Vector Calculus 1

Vector Calculus 1

Volume Review Right Prism Conversions Capacity

Volume Review Right Prism Conversions Capacity

Deriving Cartesian Paths of Ellipses and Hyperbolas from Vector Equations

Deriving Cartesian Paths of Ellipses and Hyperbolas from Vector Equations

Surface Area Cylinder

Surface Area Cylinder

Leslie Matrix Models 2

Leslie Matrix Models 2

Leslie Matrices 1

Leslie Matrices 1

Surface Area of Right Prisms

Surface Area of Right Prisms

Domain Explained

Domain Explained

Arc Length and Perimeter of a Sector

Arc Length and Perimeter of a Sector

Dominance Matrix Modelling 1

Dominance Matrix Modelling 1

Length and Perimeter Review

Length and Perimeter Review

Using Parameters Exploring 3 Possiblities of Linear Solutions of Lines

Using Parameters Exploring 3 Possiblities of Linear Solutions of Lines