Канал: Maths Like A Legend

Cross Product: Shortest Distance Between 2 Lines

Cross Product: Shortest Distance Between 2 Lines

Tree Diagrams

Tree Diagrams

Cosine of Supplementary Angles: Prove It!

Cosine of Supplementary Angles: Prove It!

Impulse

Impulse

Binomial Expansions with Partial Fractions

Binomial Expansions with Partial Fractions

Momentum: in 1 dimension

Momentum: in 1 dimension

Converting from Parametric to Cartesian Equations

Converting from Parametric to Cartesian Equations

Hyperbolic Equations: Solve with identities or exponentials?

Hyperbolic Equations: Solve with identities or exponentials?

Finding Approximations using Binomial Expansions

Finding Approximations using Binomial Expansions

Sine Rule: Prove It!

Sine Rule: Prove It!

MathsLikeALegend Channel update

MathsLikeALegend Channel update

Areas Between Polar Graphs

Areas Between Polar Graphs

Sine Rule and Cosine Rule

Sine Rule and Cosine Rule

Areas of Polar Graphs

Areas of Polar Graphs

Valid Values for a Binomial Expansion

Valid Values for a Binomial Expansion

Converting between Polar & Cartesian equations

Converting between Polar & Cartesian equations

Binomial Expansion: for Negative & Fractional Powers (a+bx)^n

Binomial Expansion: for Negative & Fractional Powers (a+bx)^n

Square Root of a 2x2 Matrix: Can We Do That SOME MORE

Square Root of a 2x2 Matrix: Can We Do That SOME MORE

Square Root of a 2x2 Matrix: Can We Do That?!?

Square Root of a 2x2 Matrix: Can We Do That?!?

Polar Coordinates: Introduction

Polar Coordinates: Introduction

Standard Deviation

Standard Deviation

Complex Numbers: Geometrical Problems

Complex Numbers: Geometrical Problems

Binomial Expansion: for Negative & Fractional Powers (1+bx)^n

Binomial Expansion: for Negative & Fractional Powers (1+bx)^n

Using De Moivre's to prove trigonometric identities

Using De Moivre's to prove trigonometric identities

Velocity-time Graphs

Velocity-time Graphs

Dot Product: Prove It!

Dot Product: Prove It!

Invariant Lines of matrix transformations

Invariant Lines of matrix transformations

How To Approach Mechanics in Applied Maths

How To Approach Mechanics in Applied Maths

Invariant Points of matrix transformations

Invariant Points of matrix transformations

Coordinate Geometry: Problem Solving

Coordinate Geometry: Problem Solving

3D Matrix Transformations

3D Matrix Transformations

Discriminant: indirect uses & extra details

Discriminant: indirect uses & extra details

Matrices: the link between transformations & determinant

Matrices: the link between transformations & determinant

Circle Theorem, Perpendicular Bisector of a Chord: Prove It!

Circle Theorem, Perpendicular Bisector of a Chord: Prove It!

The Discriminant: Intro

The Discriminant: Intro

Proof By Induction: Divisibility

Proof By Induction: Divisibility

Quadratic Inequalities

Quadratic Inequalities

Proof By Induction: Series

Proof By Induction: Series

Graph Sketching: Quadratics

Graph Sketching: Quadratics

Products of terms in sequences: Can We Do That SOME MORE

Products of terms in sequences: Can We Do That SOME MORE

Products of terms in sequences: Can We Do That?!?

Products of terms in sequences: Can We Do That?!?

Multiple Matrix Transformations

Multiple Matrix Transformations

Solving Quadratics

Solving Quadratics

2D Matrix Transformations

2D Matrix Transformations

Applications of Factorising

Applications of Factorising

Inverse of a 2x2 Matrix, Identity Matrices

Inverse of a 2x2 Matrix, Identity Matrices

Factorising Quadratics: extra details

Factorising Quadratics: extra details

De Moivre's Theorem: Prove It! (Part 1)

De Moivre's Theorem: Prove It! (Part 1)

Determinant of a 2x2 Matrix

Determinant of a 2x2 Matrix

Factorising Quadratics: the basics

Factorising Quadratics: the basics

Roots Of Unity: using the properties to solve problems

Roots Of Unity: using the properties to solve problems

Algebra Long Division

Algebra Long Division

Straight Line Equations: Prove It!

Straight Line Equations: Prove It!

Roots Of Unity: Introduction

Roots Of Unity: Introduction

Connected Rates of Change: more advanced questions

Connected Rates of Change: more advanced questions

Matrices: Systems of Equations Part 2

Matrices: Systems of Equations Part 2

Connected Rates of Change: introduction

Connected Rates of Change: introduction

Matrices: Systems of Equations Part 1

Matrices: Systems of Equations Part 1

Product Rule: Prove It!

Product Rule: Prove It!

Quotient Rule

Quotient Rule

Volumes Of Revolution: Parametrics

Volumes Of Revolution: Parametrics

Welcome to MathsLikeALegend

Welcome to MathsLikeALegend

Roots Of A Complex Number

Roots Of A Complex Number

Oblique & Curvilinear Asymptotes: Can We Do That SOME MORE

Oblique & Curvilinear Asymptotes: Can We Do That SOME MORE

Oblique & Curvilinear Asymptotes: Can We Do That?!?

Oblique & Curvilinear Asymptotes: Can We Do That?!?

Determinant of a 3x3 Matrix

Determinant of a 3x3 Matrix

Volumes Of Revolution: in between 2 curves

Volumes Of Revolution: in between 2 curves

Linear Interpolation: Estimating the median of data

Linear Interpolation: Estimating the median of data

Binomial Hypothesis Test: Setting up the test

Binomial Hypothesis Test: Setting up the test

Circle Theorem: Perpendicular Bisector to a Chord

Circle Theorem: Perpendicular Bisector to a Chord

Circle Equations: introduction

Circle Equations: introduction

Volumes of Spheres & Cones: Prove It!

Volumes of Spheres & Cones: Prove It!

Volumes Of Revolution: about the y-axis

Volumes Of Revolution: about the y-axis

Parametric Equations: points of intersection

Parametric Equations: points of intersection

Volumes Of Revolution: rotating a region about the x-axis

Volumes Of Revolution: rotating a region about the x-axis

Standard Graphs: What graphs do we need to know the shape of?

Standard Graphs: What graphs do we need to know the shape of?

De Moivre's Theorem

De Moivre's Theorem

Product Rule

Product Rule

Sine = Odd Function: Prove It!

Sine = Odd Function: Prove It!

Series Formula: Intervals for r that do not go from 1 to n

Series Formula: Intervals for r that do not go from 1 to n

Functions: Domain & Range

Functions: Domain & Range

Series Formula: Sums of sequences with polynomial nth terms

Series Formula: Sums of sequences with polynomial nth terms

Functions: Mapping

Functions: Mapping

Series Formula: Introduction

Series Formula: Introduction

Surds

Surds

Parametric 2nd Order Derivatives: Can We Do That SOME MORE

Parametric 2nd Order Derivatives: Can We Do That SOME MORE

Parametric 2nd Order Derivatives: Can We Do That?!?

Parametric 2nd Order Derivatives: Can We Do That?!?

Proof By Induction: Matrices & Introduction

Proof By Induction: Matrices & Introduction

Double Angle Identities: using them

Double Angle Identities: using them

Matrix Dimensions: When is it possible to multiply matrices together?

Matrix Dimensions: When is it possible to multiply matrices together?

Matrix Multiplication

Matrix Multiplication

Chain Rule for Higher Derivatives: Can We Do That SOME MORE

Chain Rule for Higher Derivatives: Can We Do That SOME MORE

Chain Rule for Higher Derivatives: Can We Do That?!?

Chain Rule for Higher Derivatives: Can We Do That?!?

Matrices: Introduction, Addition, Subtraction

Matrices: Introduction, Addition, Subtraction

Argand Diagrams: Problem Solving

Argand Diagrams: Problem Solving

Binomial Hypothesis Tests: Critical Regions (Part 3)

Binomial Hypothesis Tests: Critical Regions (Part 3)

Binomial Hypothesis Tests: Critical Regions (Part 2)

Binomial Hypothesis Tests: Critical Regions (Part 2)

Binomial Hypothesis Tests: Critical Regions (Part 1)

Binomial Hypothesis Tests: Critical Regions (Part 1)

1/2 ab sin C : Prove It!

1/2 ab sin C : Prove It!

Double Angle Identities: Introduction, Proof and When to use them

Double Angle Identities: Introduction, Proof and When to use them

Argand Diagrams: Loci Regions

Argand Diagrams: Loci Regions

Compound Angle Formula: how to use them

Compound Angle Formula: how to use them

Argand Diagrams: Loci

Argand Diagrams: Loci

Index Laws: Rewrite algebra in the form ax^n + bx^m

Index Laws: Rewrite algebra in the form ax^n + bx^m

Magnitude of a 3D Vector: Prove It!

Magnitude of a 3D Vector: Prove It!

Complex Numbers: Exponential Form

Complex Numbers: Exponential Form

Index Laws: Recap & use in A Level

Index Laws: Recap & use in A Level

Complex Numbers: Modulus-Argument Form

Complex Numbers: Modulus-Argument Form

Proof by deduction

Proof by deduction

Complex Numbers: Modulus and Argument

Complex Numbers: Modulus and Argument

L'Hospital's Rule: Prove It!

L'Hospital's Rule: Prove It!

Transformations: x-direction

Transformations: x-direction

Argand Diagrams: an introduction

Argand Diagrams: an introduction

Transformations: y-direction

Transformations: y-direction

Complex Numbers: Solutions to Polynomials (Part 2)

Complex Numbers: Solutions to Polynomials (Part 2)

The Quadratic Formula: Prove It!

The Quadratic Formula: Prove It!

Complex Numbers: Solutions to Polynomials (Part 1)

Complex Numbers: Solutions to Polynomials (Part 1)

Algebra Division: Grid Method

Algebra Division: Grid Method

Complex Numbers: Conjugates

Complex Numbers: Conjugates

Parametric Differentiation

Parametric Differentiation

Complex Numbers: an introduction to cartesian form

Complex Numbers: an introduction to cartesian form

Simultaneous Inequalities

Simultaneous Inequalities

Compound Angle Formulae: Geometrical Proof

Compound Angle Formulae: Geometrical Proof