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Scaffolded worksheets, extension tasks, match-up tasks and lots more miscellaneous goodies from KS3 level upwards.

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Scaffolded worksheets, extension tasks, match-up tasks and lots more miscellaneous goodies from KS3 level upwards.
Mode, Median, Mean and Range Review
MrCuringtonMathsMrCuringtonMaths

Mode, Median, Mean and Range Review

(0)
Fully differentiated lesson-in-a-sheet on calculating the mode, mean, median and range from discrete data, beginning with a procedure match-up before calculations. An extension task invites students to explore a recursive process involving the median, mean and range. Answers provided.
Symmetry Group of a Square Lesson
MrCuringtonMathsMrCuringtonMaths

Symmetry Group of a Square Lesson

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An extension lesson which introduces basic group theory (without the formalisation) applied to symmetries of a square. Cut-outs provided: students should stick pairs of squares back-to-back so that the numbers line up on either side. Answers to the worksheet also provided.
Pythagoras' Theorem Starter
MrCuringtonMathsMrCuringtonMaths

Pythagoras' Theorem Starter

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Lesson starter for a review lesson on Pythagoras’ Theorem. Includes addressing misconceptions and the area proof as a mini-extension. Good for use under a visualiser in front of the class.
Sequences Extension
MrCuringtonMathsMrCuringtonMaths

Sequences Extension

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Extension that works with linear and quadratic sequences, finishing with using quadratic sequences to find expressions for sums of positive integers. Answers provided.
Quadratic Equations Extension
MrCuringtonMathsMrCuringtonMaths

Quadratic Equations Extension

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An extension task that guides students through sketching quadratic graphs using completing the square, ending with the case for general a, b and c where “a” can be positive or negative. Answers provided.
Easy Maths Exam Mistakes Powerpoint
MrCuringtonMathsMrCuringtonMaths

Easy Maths Exam Mistakes Powerpoint

(0)
A good powerpoint to show a Year 11 class near their GCSEs on how not to lose silly marks by e.g. forgetting how to draw a frequency polygon or stem-leaf-diagram, how to estimate the mean from a grouped frequency table etc. Aimed around Grade 4/5 topics, so should be suitable for both foundation and higher sets.