Канал: Maths Partner

LaTeX in a Minute: Page Numbering

LaTeX in a Minute: Page Numbering

LaTeX in a Minute: Rotating and Reflecting Images

LaTeX in a Minute: Rotating and Reflecting Images

LaTeX in a Minute: Simple Document Watermark

LaTeX in a Minute: Simple Document Watermark

LaTeX in a Minute: Wrapping Text Around Images

LaTeX in a Minute: Wrapping Text Around Images

LaTeX in a Minute: Floats

LaTeX in a Minute: Floats

LaTeX in a Minute: Figure Environments

LaTeX in a Minute: Figure Environments

LaTeX in a Minute: Elements Side-by-Side Using a Minipage

LaTeX in a Minute: Elements Side-by-Side Using a Minipage

LaTeX in a Minute: Loading Images From Folders

LaTeX in a Minute: Loading Images From Folders

LaTeX in a Minute: Inserting Images

LaTeX in a Minute: Inserting Images

LaTeX in a Minute: Hotkeys in Overleaf

LaTeX in a Minute: Hotkeys in Overleaf

LaTeX in a Minute: Rotating Text

LaTeX in a Minute: Rotating Text

LaTeX in a Minute: Text Across Multiple Table Rows

LaTeX in a Minute: Text Across Multiple Table Rows

LaTeX in a Minute: Text Across Multiple Table Columns

LaTeX in a Minute: Text Across Multiple Table Columns

LaTeX in a Minute: Table Column Text Alignment with Custom Widths

LaTeX in a Minute: Table Column Text Alignment with Custom Widths

LaTeX in a Minute: Changing Table Column Widths

LaTeX in a Minute: Changing Table Column Widths

LaTeX in a Minute: Changing Table Row Heights

LaTeX in a Minute: Changing Table Row Heights

LaTeX in a Minute: Scaling Objects

LaTeX in a Minute: Scaling Objects

LaTeX in a Minute: Multiple Page Styles

LaTeX in a Minute: Multiple Page Styles

LaTeX in a Minute: Custom Page Layout

LaTeX in a Minute: Custom Page Layout

LaTeX in a Minute: Make Inline Maths Expressions Bigger

LaTeX in a Minute: Make Inline Maths Expressions Bigger

LaTeX in a Minute: Changing Page Margins

LaTeX in a Minute: Changing Page Margins

LaTeX in a Minute: Line Spacing

LaTeX in a Minute: Line Spacing

LaTeX in a Minute: Paragraph Indents and Formatting

LaTeX in a Minute: Paragraph Indents and Formatting

LaTeX in a Minute: Blank Spaces and Pages

LaTeX in a Minute: Blank Spaces and Pages

LaTeX in a Minute: No more preamble (sort of)

LaTeX in a Minute: No more preamble (sort of)

LaTeX in a Minute: Fast Maths Diagrams Using Tikz

LaTeX in a Minute: Fast Maths Diagrams Using Tikz

Revision (6 of 6: Correlation and Regression)

Revision (6 of 6: Correlation and Regression)

Revision (5 of 6: Hypothesis Testing)

Revision (5 of 6: Hypothesis Testing)

Revision (4 of 6: Confidence Intervals)

Revision (4 of 6: Confidence Intervals)

Revision (3 of 6: The Normal Distribution and Central Limit Theorem)

Revision (3 of 6: The Normal Distribution and Central Limit Theorem)

Revision (2 of 6: Probability Distributions)

Revision (2 of 6: Probability Distributions)

Revision (1 of 6: Representing Data and Probability)

Revision (1 of 6: Representing Data and Probability)

Taylor Series Example (2 of 2: Around Zero)

Taylor Series Example (2 of 2: Around Zero)

Taylor Series Example (1 of 2: Around a Non-Zero Point)

Taylor Series Example (1 of 2: Around a Non-Zero Point)

Summary of Binomial and Poisson Distribution

Summary of Binomial and Poisson Distribution

Poisson Distribution (2 of 2: Example Calculation)

Poisson Distribution (2 of 2: Example Calculation)

Poisson Distribution (1 of 2: Setting Up the Parameters)

Poisson Distribution (1 of 2: Setting Up the Parameters)

Matrices Example (2 of 2: Solving Systems of Equations)

Matrices Example (2 of 2: Solving Systems of Equations)

Matrices Example (1 of 2: Linear Transformations)

Matrices Example (1 of 2: Linear Transformations)

Differentiation Using the Power Rule

Differentiation Using the Power Rule

Differentiation Using the Chain Rule

Differentiation Using the Chain Rule

Vectors Example (3 of 3: Line Equations Pt2)

Vectors Example (3 of 3: Line Equations Pt2)

Vectors Example (2 of 3: Line Equations Pt1)

Vectors Example (2 of 3: Line Equations Pt1)

Vectors Example (1 of 3: Unit Vector, Angle Between Vectors and Cross Product)

Vectors Example (1 of 3: Unit Vector, Angle Between Vectors and Cross Product)

Permutations and Combinations Example

Permutations and Combinations Example

Integration Example (3 of 3: Areas Under Curves)

Integration Example (3 of 3: Areas Under Curves)

Integration Example (2 of 3: By Parts and By Recognition)

Integration Example (2 of 3: By Parts and By Recognition)

Integration Example (1 of 3: By Substitution)

Integration Example (1 of 3: By Substitution)

Differentiation Example (Quotient Rule and Chain Rule)

Differentiation Example (Quotient Rule and Chain Rule)

Correlation and Regression Example (3 of 3: Interpreting Regression and Correlation)

Correlation and Regression Example (3 of 3: Interpreting Regression and Correlation)

Correlation and Regression Example (2 of 3: Calculating a Least Squares Regression Line)

Correlation and Regression Example (2 of 3: Calculating a Least Squares Regression Line)

Correlation and Regression Example (1 of 3: Sample Mean and Standard Deviation)

Correlation and Regression Example (1 of 3: Sample Mean and Standard Deviation)

Creating Macros in LaTeX (2 of 2: Advanced macros with defaults using PGF keys)

Creating Macros in LaTeX (2 of 2: Advanced macros with defaults using PGF keys)

Creating Macros in LaTeX (1 of 2: Simple Commands with Inputs)

Creating Macros in LaTeX (1 of 2: Simple Commands with Inputs)

Week 2 Surds and Indices Questions

Week 2 Surds and Indices Questions

Week 1 Algebra Questions

Week 1 Algebra Questions

Using Tikz and PgfPlots (8 of 8: Downloading Transparent PNGs)

Using Tikz and PgfPlots (8 of 8: Downloading Transparent PNGs)

Using Tikz and PgfPlots (7 of 8: Shading Areas Between Graphs)

Using Tikz and PgfPlots (7 of 8: Shading Areas Between Graphs)

Using Tikz and PgfPlots (6 of 8: Plotting Graphs)

Using Tikz and PgfPlots (6 of 8: Plotting Graphs)

Using Tikz and PgfPlots (5 of 8: Probability Trees)

Using Tikz and PgfPlots (5 of 8: Probability Trees)

Using Tikz and PgfPlots (4 of 8: Venn Diagrams)

Using Tikz and PgfPlots (4 of 8: Venn Diagrams)

Using Tikz and PgfPlots (3 of 8: Triangles)

Using Tikz and PgfPlots (3 of 8: Triangles)

Using Tikz and PgfPlots (2 of 8: 2D Shapes and Arcs)

Using Tikz and PgfPlots (2 of 8: 2D Shapes and Arcs)

Using Tikz and PgfPlots (1 of 8: Basic Drawing)

Using Tikz and PgfPlots (1 of 8: Basic Drawing)

How to format numbered equations in MS Word

How to format numbered equations in MS Word

Conditional Probability Example

Conditional Probability Example

Hypothesis Testing for Two-Sample Difference in Means Example

Hypothesis Testing for Two-Sample Difference in Means Example

Confidence Intervals Example (2 of 2: Two-Sample Interval for Mean)

Confidence Intervals Example (2 of 2: Two-Sample Interval for Mean)

Confidence Intervals Example (1 of 2: One-Sample Interval for Mean)

Confidence Intervals Example (1 of 2: One-Sample Interval for Mean)

Normal Distribution Example (4 of 4: Central Limit Theorem)

Normal Distribution Example (4 of 4: Central Limit Theorem)

Normal Distribution Example (3 of 4: Using Multiple Samples)

Normal Distribution Example (3 of 4: Using Multiple Samples)

Normal Distribution Example (2 of 4: Standardising Values)

Normal Distribution Example (2 of 4: Standardising Values)

Normal Distribution Example (1 of 4: Outlier Justification)

Normal Distribution Example (1 of 4: Outlier Justification)

Poisson Distribution Example

Poisson Distribution Example

Binomial Distribution Example (3 of 3: Cumulative Distribution Function)

Binomial Distribution Example (3 of 3: Cumulative Distribution Function)

Binomial Distribution Example (2 of 3: Probability Mass Function)

Binomial Distribution Example (2 of 3: Probability Mass Function)

Binomial Distribution Example (1 of 3: Definition and Expectation)

Binomial Distribution Example (1 of 3: Definition and Expectation)

When to use t- vs z-distribution?

When to use t- vs z-distribution?

Complex Numbers - Mandelbrot and Julia Sets

Complex Numbers - Mandelbrot and Julia Sets

Solving Complex Equations (Example)

Solving Complex Equations (Example)

Roots of Complex Numbers (3 of 3: Example)

Roots of Complex Numbers (3 of 3: Example)

Roots of Complex Numbers (2 of 3: Using De Moivre's Theorem)

Roots of Complex Numbers (2 of 3: Using De Moivre's Theorem)

Roots of Complex Numbers (1 of 3: Formulating the idea)

Roots of Complex Numbers (1 of 3: Formulating the idea)

Complex Numbers (5 of 5: Formulating De Moivre's Theorem)

Complex Numbers (5 of 5: Formulating De Moivre's Theorem)

Complex Numbers (4 of 5: Visualising complex multiplication)

Complex Numbers (4 of 5: Visualising complex multiplication)

Complex Numbers (3 of 5: Understanding multiplication by real and complex numbers)

Complex Numbers (3 of 5: Understanding multiplication by real and complex numbers)

Complex Numbers (2 of 5: Powers of i)

Complex Numbers (2 of 5: Powers of i)

Complex Numbers (1 of 5: Converting between different forms)

Complex Numbers (1 of 5: Converting between different forms)

Solving linear systems (8 of 9: Jacobi's and Gauss-Siedel Matrix Form)

Solving linear systems (8 of 9: Jacobi's and Gauss-Siedel Matrix Form)

Solving linear systems (7 of 9: Gauss Seidel)

Solving linear systems (7 of 9: Gauss Seidel)

Solving linear systems (6 of 9: Jacobi's Method)

Solving linear systems (6 of 9: Jacobi's Method)

Solving linear systems (5 of 9: Cost of Gaussian Elimination)

Solving linear systems (5 of 9: Cost of Gaussian Elimination)

Solving linear systems (4 of 9: LU-Decomposition Idea)

Solving linear systems (4 of 9: LU-Decomposition Idea)

Solving linear systems (3 of 9: Partial Pivoting)

Solving linear systems (3 of 9: Partial Pivoting)

Solving linear systems (2 of 9: Naïve Gaussian Elimination)

Solving linear systems (2 of 9: Naïve Gaussian Elimination)

Solving linear systems (1 of 9: Motivation)

Solving linear systems (1 of 9: Motivation)

4 Vectors Examples: Equations of Lines

4 Vectors Examples: Equations of Lines

3 Vectors Examples: Vector/Cross Product

3 Vectors Examples: Vector/Cross Product

2 Vectors Examples: Scalar/Dot Product

2 Vectors Examples: Scalar/Dot Product

1 Vectors Examples: Unit Vectors

1 Vectors Examples: Unit Vectors

6 Integration Examples: Finding Areas

6 Integration Examples: Finding Areas

5 Integration Examples: By Parts

5 Integration Examples: By Parts

4 Integration Examples: Fractional Functions

4 Integration Examples: Fractional Functions

3 Integration Examples: Trigonometric and Exponential

3 Integration Examples: Trigonometric and Exponential

2 Integration Examples: Substitution

2 Integration Examples: Substitution

1 Integration Examples: Basic Functions

1 Integration Examples: Basic Functions

3 Differentiation Examples: Stationary Points

3 Differentiation Examples: Stationary Points

2 Differentiation Examples: Tangents and Normals

2 Differentiation Examples: Tangents and Normals

1 Differentiation Examples

1 Differentiation Examples

Differentiation Examples 6: stationary points

Differentiation Examples 6: stationary points

Differentiation Examples 5: quotient rule

Differentiation Examples 5: quotient rule

Differentiation Examples 4: product rule

Differentiation Examples 4: product rule

Differentiation Examples 3: chain rule

Differentiation Examples 3: chain rule

Differentiation Examples 2: trigonometric, logarithmic and exponential functions

Differentiation Examples 2: trigonometric, logarithmic and exponential functions

Differentiation Examples 1: polynomial functions

Differentiation Examples 1: polynomial functions

Statistics Progress Test

Statistics Progress Test

Statistics Homework Theme 5 - Confidence Intervals and Hypothesis Testing

Statistics Homework Theme 5 - Confidence Intervals and Hypothesis Testing

Statistics Homework Theme 4 - The Normal Distribution and the Central Limit Theorem

Statistics Homework Theme 4 - The Normal Distribution and the Central Limit Theorem

Week 8 (Mathematics: Exponentials and Logarithms)

Week 8 (Mathematics: Exponentials and Logarithms)

Week 7 (Mathematics: Quadratic Inequalities, Discriminant and Hidden Quadratics)

Week 7 (Mathematics: Quadratic Inequalities, Discriminant and Hidden Quadratics)

Week 6 (Mathematics: Monic and Non-Monic Quadratics, Completing the Square and Quadratic Formula)

Week 6 (Mathematics: Monic and Non-Monic Quadratics, Completing the Square and Quadratic Formula)

Week 5 (Mathematics: parabolas)

Week 5 (Mathematics: parabolas)

Week 4 (Mathematics: Modelling, Polynomials, Roots and Factorising Quadratics)

Week 4 (Mathematics: Modelling, Polynomials, Roots and Factorising Quadratics)

Week 3 (Mathematics: Indices)

Week 3 (Mathematics: Indices)

Week 2 (Mathematics: solving equations and surds)

Week 2 (Mathematics: solving equations and surds)

Week 1 (Mathematics: basic algebra and simplifying)

Week 1 (Mathematics: basic algebra and simplifying)

Week 10 (Statistics: Hypothesis Testing)

Week 10 (Statistics: Hypothesis Testing)

Week 9 (Statistics: Confidence Intervals)

Week 9 (Statistics: Confidence Intervals)

Week 8 (Statistics: The Central Limit Theorem)

Week 8 (Statistics: The Central Limit Theorem)

Week 7 (Statistics: The Normal Distribution)

Week 7 (Statistics: The Normal Distribution)

Statistics Homework Theme 3 - Probability Distributions

Statistics Homework Theme 3 - Probability Distributions

Week 6 (Statistics: Binomial and Poisson Distributions)

Week 6 (Statistics: Binomial and Poisson Distributions)

Solving Exponential Equations with Logarithms (7 of 7: Manipulating Laws of Indices)

Solving Exponential Equations with Logarithms (7 of 7: Manipulating Laws of Indices)

Solving Exponential Equations with Logarithms (6 of 7: Very hidden quadratic!)

Solving Exponential Equations with Logarithms (6 of 7: Very hidden quadratic!)

Solving Exponential Equations with Logarithms (5 of 7: Solving equations with different bases)

Solving Exponential Equations with Logarithms (5 of 7: Solving equations with different bases)

Solving Exponential Equations with Logarithms (4 of 7: Hidden quadratics)

Solving Exponential Equations with Logarithms (4 of 7: Hidden quadratics)

Solving Exponential Equations with Logarithms (3 of 7: Taking Logs of Both Sides)

Solving Exponential Equations with Logarithms (3 of 7: Taking Logs of Both Sides)

Solving Exponential Equations with Logarithms (2 of 7: Trickier Example)

Solving Exponential Equations with Logarithms (2 of 7: Trickier Example)

Solving Exponential Equations with Logarithms (1 of 7: Simple Examples)

Solving Exponential Equations with Logarithms (1 of 7: Simple Examples)

Transformations of Graphs Examples

Transformations of Graphs Examples

Transformations of Graphs (4 of 4: Reflections)

Transformations of Graphs (4 of 4: Reflections)

Transformations of Graphs (3 of 4: Stretches)

Transformations of Graphs (3 of 4: Stretches)

Transformations of Graphs (2 of 4: Shift in the x-direction)

Transformations of Graphs (2 of 4: Shift in the x-direction)

Transformations of Graphs (1 of 4: Shift in the y-direction)

Transformations of Graphs (1 of 4: Shift in the y-direction)

Logarithms (5 of 5: Solving Equations)

Logarithms (5 of 5: Solving Equations)

Logarithms (4 of 5: Checking Validity of Solutions)

Logarithms (4 of 5: Checking Validity of Solutions)

How to call data into R

How to call data into R

Logarithms (3 of 5: Deriving the Laws)

Logarithms (3 of 5: Deriving the Laws)

Logarithms (2 of 5: Converting Between Exponentials and Logarithms)

Logarithms (2 of 5: Converting Between Exponentials and Logarithms)

Logarithms (1 of 5: How do they relate to powers?)

Logarithms (1 of 5: How do they relate to powers?)

Solving Trickier Questions Using Laws of Indices

Solving Trickier Questions Using Laws of Indices

Radians (What are they? Why do we use them? How do we convert between angle units?)

Radians (What are they? Why do we use them? How do we convert between angle units?)

Trigonometry (2 of 2: Trigonometric Ratios and Example Questions)

Trigonometry (2 of 2: Trigonometric Ratios and Example Questions)

Trigonometry (1 of 2: What is it and why do we study it?)

Trigonometry (1 of 2: What is it and why do we study it?)

Gradient, Midpoint, and Distance Example Questions

Gradient, Midpoint, and Distance Example Questions

Equations of Straight Lines (5 of 5: Example of finding the equation of a perpendicular line)

Equations of Straight Lines (5 of 5: Example of finding the equation of a perpendicular line)

Equations of Straight Lines (4 of 5: Parallel and perpendicular lines)

Equations of Straight Lines (4 of 5: Parallel and perpendicular lines)

Equations of Straight Lines (3 of 5: Examples and alternative methods to find the equation)

Equations of Straight Lines (3 of 5: Examples and alternative methods to find the equation)

Equations of Straight Lines (2 of 5: Thinking about the equation)

Equations of Straight Lines (2 of 5: Thinking about the equation)

Equations of Straight Lines (1 of 5: Thinking about defining characteristics)

Equations of Straight Lines (1 of 5: Thinking about defining characteristics)

Week 5 (Statistics: probability distributions, expectation algebra and uniform distribution)

Week 5 (Statistics: probability distributions, expectation algebra and uniform distribution)

Statistics Homework Theme 2 - Probability

Statistics Homework Theme 2 - Probability

Week 4 (Statistics: Conditional probability)

Week 4 (Statistics: Conditional probability)

Coordinate Geometry (3 of 3: Midpoint and Distance of a Line Segment)

Coordinate Geometry (3 of 3: Midpoint and Distance of a Line Segment)

Coordinate Geometry (2 of 3: Gradient Examples)

Coordinate Geometry (2 of 3: Gradient Examples)

Coordinate Geometry (1 of 3: Gradient)

Coordinate Geometry (1 of 3: Gradient)

Week 3 (Statistics: Permutations and combinations)

Week 3 (Statistics: Permutations and combinations)

Statistics Homework Theme 1 - Representing Data

Statistics Homework Theme 1 - Representing Data

Week 2 (Statistics: measures of spread, standard deviation and variance, degrees of freedom)

Week 2 (Statistics: measures of spread, standard deviation and variance, degrees of freedom)

Week 1 (Statistics: why do we study statistics, measures of central tendency, representing data)

Week 1 (Statistics: why do we study statistics, measures of central tendency, representing data)

Week 6 (Intermediate Maths: Statistics)

Week 6 (Intermediate Maths: Statistics)

Week 5 (Intermediate Maths: What are exponentials and logarithms?)

Week 5 (Intermediate Maths: What are exponentials and logarithms?)

Week 4 (Intermediate Mathematics: Transformations of Graphs)

Week 4 (Intermediate Mathematics: Transformations of Graphs)

Week 3 (Intermediate Maths: functions, domains, ranges and absolute values)

Week 3 (Intermediate Maths: functions, domains, ranges and absolute values)

Complex Numbers (7 of 7: Visualising Complex Multiplication)

Complex Numbers (7 of 7: Visualising Complex Multiplication)

Complex Numbers (6 of 7: Simplifying Complex Expressions)

Complex Numbers (6 of 7: Simplifying Complex Expressions)

Complex Numbers (5 of 7: Powers of i - Examples)

Complex Numbers (5 of 7: Powers of i - Examples)

Complex Numbers (4 of 7: Powers of i)

Complex Numbers (4 of 7: Powers of i)

Complex Numbers (3 of 7: Finding Complex Solutions)

Complex Numbers (3 of 7: Finding Complex Solutions)

Complex Numbers (2 of 7: Introducing Complex Numbers)

Complex Numbers (2 of 7: Introducing Complex Numbers)

Complex Numbers (1 of 7: Types of Numbers)

Complex Numbers (1 of 7: Types of Numbers)

Standard Deviation (3 of 3: What is the Point of Variance?)

Standard Deviation (3 of 3: What is the Point of Variance?)

Standard Deviation (2 of 3: Deriving the Formula)

Standard Deviation (2 of 3: Deriving the Formula)

Standard Deviation (1 of 3: Finding the Average Spread)

Standard Deviation (1 of 3: Finding the Average Spread)

Representing Data (5 of 5: Interpreting Data from Graphs)

Representing Data (5 of 5: Interpreting Data from Graphs)

How to use OBS for online teaching

How to use OBS for online teaching

Representing Data (4 of 5: Interpreting Data)

Representing Data (4 of 5: Interpreting Data)

Representing Data (3 of 5: Modified Box Plots)

Representing Data (3 of 5: Modified Box Plots)

Representing Data (2 of 5: Box Plots)

Representing Data (2 of 5: Box Plots)

Representing Data (1 of 5: Stem and Leaf Diagrams)

Representing Data (1 of 5: Stem and Leaf Diagrams)

Central Limit Theorem (4 of 4: Variance)

Central Limit Theorem (4 of 4: Variance)

Central Limit Theorem (3 of 4: Expectation)

Central Limit Theorem (3 of 4: Expectation)

Central Limit Theorem (2 of 4: Thinking About the Limit)

Central Limit Theorem (2 of 4: Thinking About the Limit)

Central Limit Theorem (1 of 4: Thinking About Samples and Populations)

Central Limit Theorem (1 of 4: Thinking About Samples and Populations)

Statistical Concepts (6 of 6: Scale and Spread of Data)

Statistical Concepts (6 of 6: Scale and Spread of Data)

Statistical Concepts (5 of 6: Averages of Everyday Scenarios)

Statistical Concepts (5 of 6: Averages of Everyday Scenarios)

Statistical Concepts (4 of 6: Investigating Shapes of Distributions and Measures of Central Tendency

Statistical Concepts (4 of 6: Investigating Shapes of Distributions and Measures of Central Tendency

Statistical Concepts (3 of 6: Mean vs Median vs Mode)

Statistical Concepts (3 of 6: Mean vs Median vs Mode)

Statistical Concepts (2 of 6: Measures of Central Tendency)

Statistical Concepts (2 of 6: Measures of Central Tendency)

Statistical Concepts (1 of 6: Understanding Key Terms)

Statistical Concepts (1 of 6: Understanding Key Terms)