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Year 10 Term 2
Showing 17–32 of 37 results
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Year 10 Term 2
Ages 14 - 16
Converting between fractions decimals and percentages
Students learn how to convert between fractions, decimals and percentages.
Ages 14 - 16
Writing Percentages
Students learn how to write one number as a percentage of another.
Ages 14 - 16
Percentages of an Amount Calculator Methods
Students learn how to find a percentage of an amount using calculator methods.
Ages 14 - 16
Percentages of an Amount Non-Calculator Methods
Students learn how to calculate a percentage of an amount without the use of a calculator.
Ages 14 - 16
Percentage Decreases
Students learn how to work out a percentage decrease using multipliers.
Ages 14 - 16
Percentage Increases
Students learn how to increase an amount by a given percentage using multipliers.
Ages 14 - 16
Reverse Percentages
Students learn how to work out the original value after a percentage change.
Ages 14 - 16
Constructing Loci and Equidistant Paths
Students learn how to construct angle and perpendicular bisectors to identify given points.
Ages 14 - 16
Constructions Side, Side, Side
Students learn how to construct triangles using a pair of compasses.
Ages 14 - 16
Constructions Side, Angle, Side
Students learn how to construct triangles when given SAS.
Ages 14 - 16
Constructions Angle, Side, Angle
Students learn how to construct triangles using a protractor and straight edge.
Ages 14 - 16
Constructing Angle Bisectors
Students learn how to construct angle bisectors using a pair of compasses and a straight edge.
Ages 14 - 16
Inequalities with Two Variables
Students learn how to solve multiple inequalities and represent common solutions on a number line.
Ages 14 - 16
Inequalities
Students learn how to represent inequalities on a number line using the correct notation.
Ages 14 - 16
Solving Inequations
Students learn how to solve inequalities and represent the solution on a number line.
Ages 14 - 16
Frequency Trees
Students learn how to create frequency trees from two-way tables and written descriptions.
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Mr Mathematics Blog
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Explore Regions in the Complex Plane with A-Level Further Maths: inequalities, Argand diagrams, and geometric interpretations.