Adult Numeracy, Functional Maths, and GCSE Resources

Simple yet very useful and effective templates for depicting and/or visualising fractions, decimals, percentages and ratios.

This is a set of worksheets in a MS Excel workbook that deals with fractions.
- Sheet one: a set of pictures (pie charts) that shows fractions from halves to tenths
- Sheet two: equivalent fractions with two pie charts, learners can input fractions and see if they are equivalent by looking at the shape of the pie charts
- Sheet three: starting to look at fractions being equivalent to decimals with two pie charts one for fractions and one for decimals

A game for 2 players to help with multiplying decimals with or without a calculator.
Learners take turns to choose 2 numbers to multiply, then cover up the answer on the grid. This continues until a player has 4 counters/initials in a row(diagonally, horizontally or vertically).
Prompts can be used for learners to pick a target answer and to try to work out which 2 decimals are going to give that answer.
Editor’s note
Laminate for re-use. A great game.

A set of questions created by a small group of Performing Arts students studying Level 1 Maths.
The questions were made up during their pre-exam revision sessions.
Some questions are not quite what you’d expect to find in the real exam!
Many topics are covered include ratios, metric measures, area & perimeter, time, percentages and money.
The overall emphasis is on showing all working out and checking answers with reverse operations.

I have found that many numeracy students get scared when you mention terms like percentages or fractions. I therefore developed this introductory activity for my new level 1 numeracy students. They are mostly young parents who were disengaged at school and have no mathematics qualifications.

They are usually nervous when they attend the first session so I try to boost their confidence and reassure them that the course will not be like school.

A set of posters / cards / checklists designed to prompt discussion, check learning and keep a record of student progression. Designed for Entry Level Functional Maths and English learners in an FE setting but suitable for all levels and subjects.
This resource was inspired by discussion on the NCETM (National Centre for Excellence in Teaching Mathematics) site about “understanding versus doing” and I would like to thank the forum members for their ideas and feedback.

A 12 piece jigsaw where the square pieces form a rectangle. Learners to match questions on mean, mode, median and range to the correct answers.

Whatever their original format, all Tarsia jigsaws can also be printed out as flashcards / dominoes. As the print is quite small on the standard sized puzzle, you might find it helpful to print out the larger version of the puzzle (select Output – large, i.e. three pieces per A4 sheet).

A 16 piece jigsaw puzzle where the triangular pieces form a parallelogram. Learners to match up questions on fractions of money to the correct answers. Use for revision or as a warm-up activity.

Whatever their original format, all Tarsia jigsaws can also be printed out as flashcards / dominoes.

You will need Tarsia Formulator in order to use this resource. To download this excellent free educational tool visit Hermitech
See our Good Software – Tarsia Formulator entry for more information.

[img_assist|nid=4634|title=|desc=|link=popup|align=left|width=74|height=100]3 different Tarsia puzzles covering a range of topics including: percentages. converting metric measures, addition/subtraction, multiplication, division, fractions, time, etc.

Puzzle 1 – set of 24 dominoes (E3-L2)
Puzzle 2 – 24 triangular pieces (forming a hexagonal puzzle). L1-L2
Puzzle 3 – 12 piece ‘oval’ parquet puzzle (made up of 4 squares and 8 triangles). L1-L2

Two 16 piece jigsaw puzzles with triangular pieces for learners to match up. Use for revision or as a warm-up activity. One covers the 3 times tables (from 0×3 to 17×3), the other covers the 5 times table in a similar fashion. The extension beyond the normal x10 (or x12) provides an extra challenge and will help learners develop mental multiplication strategies and a sense of number patterns.