# Adult Numeracy, Functional Maths, and GCSE Resources

**111 resources**:

A topical resource that requires students to interpret a news infographic and calculate the difference between two times. There is also a second question for Level 2 learners on Speed, Distance, Time. As well as enabling students to practise time calculations it can lead to discussion about this controversial rail project.

**Editor's notes**

Really topical and interesting. With curriculum mapping. No answer sheet.

This is a project based on Benford's law. I had this idea after watching the Numberphile series on YouTube. This is a project based activity that involves many skills including working with large numbers, using percentages, representing data and probability.

The investigation is introduced to learners using the PPT (and optional YouTube links). Learners then split into four groups - each is given a random set of share prices [see Excel file]. Each group investigates the occurrence of numbers starting with each digit from 1 to 9.

**Editor's note**

Can be cut up into flashcards and used as a quiz. Number the back of them and laminate. Place face down on a table, Each team or individual must collect a card, answer it and then place it back on the table for others to use.

or

Print off as a whole and let learners work individually through questions.

**Editor's note**

Whilst I designed this resource for Adult Numeracy learners, it has found much use over the years across the maths cohorts I've worked with from pre-GCSE to ESOL, and with GCSE learners.

It is in Excel format - 3 tabs for different activities and the second Excel file is the solution sheet.

The sheets are formatted to print off as A4 landscape to allow learners to have their own copies to work on.

This has always worked well as a starter activity with learners in small groups (or teams) and having a competitive edge.

A colourful card matching task in which students interpret practical scenarios involving proportional relationships in terms of ratios and the total numbers of equal parts involved in them.

In pairs, they move the cards/ paper slips around and discuss how to match four ratios (white) with the four statements about parts (blue) and the four practical situations and actual amounts which correspond with them (yellow).

Fun bingo game where learners practise measuring and drawing a grid – in addition to calculating areas and perimeters of simple shapes.

First one to a get line (or a full house) wins!

**Editor’s note**

Lovely idea that could easily be adapted for other topics.

Functional skills maths.

Extract information from mileage and distance (network) diagrams. Complete a mileage chart.**Editor’s note**

With worked solutions, pop up help and a final challenge question.

Ideal as an introduction or for revision.

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.

I designed this quiz as revision for my learners.

Trying to disguise the Functional Maths by putting it together with other rounds as a quiz to make it more interesting!

**Editor’s note**

Covers many aspects of E3 and L1 Maths – along with interesting and fun general knowledge questions for all levels.**The answer sheet and curriculum mapping is only available to site contributors. Please see details within the resource**

A simple but effective dice game to help students become familiar with, and practise, calculating percentages of amounts. You will need to customise 2 dice by writing amounts on one and percentages on the other.

I usually play this game with low ability students after teaching them a fail-safe calculator method for working out percentages of amounts, but it can be adapted for higher level learners.

It also helps to reinforce that 0% of a number is nothing and 100% of a number is all of it.