| Maths Lessons for
Grades 6 - 11 |
Simultaneous Equations:
Learn about what simultaneous equations are and how to solve them.
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Expressions:
Learn how to simplify collections of terms called "expressions".
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Linear Equations:
Learn how to recognise a linear equation.
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Examples of Pythagoras theorem Part 2:
Learn to apply Pythagoras' Theorem to solve problems.
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Pythagoras' Theorem:
Learn Pythagoras' Theorem.
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Using Pythagoras's Theorem:
Learn how Pythagoras' Theorem can be used to solve problems with right-angled triangles.
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Simultaneous Equations:
Learn how to solve simultaneous equations using the elimination method.
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Trigonometric Ratios:
Understand that the trigonometrical ratios are ratios of triangle sides.
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Solving Quadratic Equations:
To understand how to define, factorise and solve a Quadratic Equation.
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Solving Quadratic Equations by Formula:
To understand how to use a formula and solve any possible Quadratic Equation which has real solutions.
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Factors 1 - Extracting Common Factors:
Learn how to reverse the process of multiplying into brackets to extract common factors from an expression.
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Factors 1 - Factorising Quadratics:
Learn how to factorise Quadratics of the Form x2 + bx + c.
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Factors 1 - Grouping Similar Terms:
Learn how to rearrange the terms in an expression in order to group terms that have a common factor.
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Factors 1 - Groups of Four Terms :
Learn how to factorise expressions with four terms that have different common factors, by grouping similar terms together.
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Factors 1 - Simple Quadratics:
Learn how to factorise simple quadratics.
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Factors 2 - Difference Two Squares:
Learn how to factorise the difference between two squares.
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Factors 2 - Factorise Quad Greater Than One:
Learn how to factorise quadratics whose coefficient of the square of X' is greater than 1
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Factors 2 - Review of Factors :
A review of the basic principles of factorising quadratics.
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Factors 2 - Solve X Greater Than One :
Learn how to solve Quadratic Equations where the coefficient of the square of X is greater than 1
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Pythagoras Theorem - Identify When Used :
Learn how to identify when Pythagoras’ Theorem can be used to solve triangles.
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Pythagoras Theorem - Opposite Adjacent Unknown :
Learn how to solve right-angled triangles when the opposite or adjacent side is unknown.
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Pythagoras Theorem - Side Right Another Known :
Learn how to solve right-angled triangles when one side, the right angle and another angle are given.
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Pythagoras Theorem - Unknown Guided Problem :
Follow a guided example on how to find the hypotenuse, given the other two sides in a right-angled triangle.
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Triangles With Angles Greater Than 90 -Angle With Reference to X-axis :
Learn how to find the Sin, Cos or Tan of an angle with reference to the x-axis
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Triangles With Angles Greater Than 90 - Reference to X-axis :
Learn how to find the Sin, Cos or Tan of an angle with reference to the x-axis
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Triangles With Angles Greater Than 90 -Sin Rule And Angles Between :
Learn how to use the Sin Rule for angles between 0 and 360 degrees.
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Triangles With Angles Greater Than 90 -Unit Circle :
Learn How to use the Unit Circle to find the Sin, Cos and Tan of a triangle.
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Triangles With Angles Greater Than 90 -Working Out Quadrants :
Learn how to divide the Unit Circle into Quadrants and find the Sin, Cos and Tan of Triangles with angles over 90 degree!
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Equation Line :
Learn how to find the equation of a line, interpret the equation, and draw any line given the equation.
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Area of Triangle :
Understand the rule for the area of a non right-angled triangle and apply the rule for the area of a triangle to simple and complex problems.
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Slope :
Learn how to use the formula to find the slope of a line joining two points and investigate the slopes of parallel and perpendicular lines.
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| Maths Multimedia Resources
for Grades 6 - 11 |
Finding Angles From Ratios:
Learn how to use a scientific calculator to find angles when
given a trigonometrical ratio.
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Multiplication of Variables:
Understand how to multiply variables and terms in expressions.
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Planes of Symmetry:
Understand how to find planes of symmetry on common solids.
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Examples of Pythagoras' Theorem Part 1:
Learn to apply Pythagoras' Theorem to solve problems.
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Algebraic Fractions:
Understand how to use fractions when the numerators and denominators contain algebraic expressions.
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Angle types:
Learn how to recognise different types of angle - acute, obtuse and reflex.
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Bisecting Lines:
Learn how to bisect lines and angles using a compass and a straight edge.
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Brackets:
Learn how to contain terms in brackets.
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Cartesian Plane:
Understand how to read the co-ordinates of points plotted on the Cartesian plane.
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Multiplying by 10, 100:
Learn how to multiply and divide numbers using powers of 10.
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Ordering Decimals:
Learn how to order whole numbers and numbers with up to two decimal places.
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Plotting points in a quadrant:
Learn to plot points on the Cartesian plane using co-ordinates.
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Rotational Transformations:
Learn to transform shapes by rotation using a compass, ruler and protractor.
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Solids:
Learn how to name and draw 3-dimensional shapes, such as cylinders, cones, tetrahedrons, prisms and pyramids.
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Summing Decimals:
Learn how to add and subtract numbers that have up to 2 decimal places.
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Symmetry:
Learn how to name polygons and how to draw lines of symmetry on a variety of shapes.
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Terms:
Learn what a term is and understand how to collect terms that are alike.
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Triangle Types:
Learn how to recognise and name different types of triangles.
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Understanding Rotation:
Understand and use the language associated with rotations.
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Variables:
Learn how to replace numbers with letters called variables.
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24 hour time
To introduce the concept of digital (24 hour) time.
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Analogue time
An introduction to telling and reading time on an analogue watch
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Data handling
A basic introduction to tallying raw data and drawing up a bar graph
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Addition
Introduce various methods of addition
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Common fractions
An introduction to common fractions
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Decimal addition and subtraction
Addition and subtraction of fractions
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Decimal fractions
An introduction to decimal fractions
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Division
An introduction to division
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Factors
Introduce the concepts of factors.
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Integers
To introduce the concept of addition of positive and negative numbers.
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Introduction to integers
To introduce the concept of numbers less than zero.
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Multiples
Introduction to Multiples as repeated Multiples.
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Multiplication
Introduction to multiplication as repeated addition
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Number patterns
Receive an introduction to number patterns.
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Place value
Introduction to the place values of numbers
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Prime and composite numbers
Identifying, testing for and listing prime numbers
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Ratio
Ratio is a comparison of two numbers by division
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3D shapes
Introducing 3D shapes and corresponding terminology
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Area
Discovering the formula for area of rectangular and square shapes.
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Perimeter
Discovering the formula for perimeter of rectangular and square shapes.
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Polygons
An introduction to the properties of various polygons
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Volume
An introduction to volume.
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Angle Measure 1: Acute and Obtuse:
To be able to construct and measure acute and obtuse angles..
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Angle Measure 2: Reflex:
To be able to construct and measure reflex angles.
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Axial Symmetry:
Learn about axial symmetry and the difference between the axes.
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Co-ordinates:
Understand how to locate points in a 2-dimensional plane using co-ordinates.
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Angle types:
Learn how to recognize different types of angle - acute, obtuse and reflex.
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Pythagoras' Theorem:
Learn Pythagoras' Theorem.
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Triangle Types:
Learn how to recognize and name different types of triangles.
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Maths Toolkits for Grades 6 - 11
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Numberline Setup Download
The Number Line Desktop tool allows teachers and students to download and install the tool to your PC's local hard drive. This means you can use all the great features and functionality of the Number Line tool without the need to be connected to the Internet.
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MathToolkit Setup Download
In collaboration with Intel and The Mathematical Association, the Mathematical Toolkit has been designed specifically to support the teaching and learning of mathematics for pupils
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