8 May 2023 7pm improvements to page 4 extension question (upside down tear-off hints, scaffolding, etc.) and other minor adjustments).
he first in a new series of Cost of Living resources. Use research on the increasing costs of homemade sandwiches to calculate original costs from the previous year. Plus a challenging extension question about misleading statistics in a related newspaper article.
Level
Level 2
GCSE L1-5
Maths
FM L2.6 Calculate percentage change (any size increase & decrease), & original value after % change
Practise using reordering strategies with these extra E2 (E1 questions are in a separate Wordwall activity) questions for our recently updated E1-E2 Mental addition strategies (reordering) PDF worksheet (Maggie Harnew, 2005, updated Feb 2022). Match the correct answer to each addition problem. (Reordering involves adding up large numbers first and/or looking for pairs of numbers that add up to 10, 20, 30, etc.). Can be used independently of the original resource.
Practise using reordering strategies with these extra E1 (E2 questions are in a separate Wordwall activity) questions for our recently updated E1-E2 Mental addition strategies (reordering) PDF worksheet (Maggie Harnew, 2005, updated Feb 2022). Match the correct answer to each addition problem. (Reordering involves adding up large numbers first and/or looking for pairs of numbers that add up to ten. Can be used independently of the original resource.
Level
Entry Level 1
Maths
FM Context free underpinning
FM E1.3 Add numbers which total up to 20, & subtract numbers from numbers up to 20
Challenging set of questions based on an infographic from a recent TV Licensing annual review. Aimed at L1-2 but a few questions are Entry 2/3 - there are also a couple of "stretch questions" making a bridge to GCSE. Two main topics are covered: working with very large numbers and percentages. Extracting data, equivalents and ordering decimals are also touched upon.
Level
Level 1
Level 2
GCSE L1-5
Maths
FM Straightforward problem(s) with more than 1 step
FM Complex multi-step problem(s)
FM E3.21 Extract information from lists, tables, diagrams, charts; create frequency tables
FM L2.1 Read, write, order & compare positive & negative numbers of any size
FM L2.4 Identify & know the equivalence between fractions, decimals & percentages
FM L2.6 Calculate percentage change (any size increase & decrease), & original value after % change
FM L2.13 Calculate amounts of money, compound interest, percentage increases, decreases & discounts inc. tax & budgeting
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
Level
GCSE L1-5
Level 2
Level 1
Maths
N2/L2.3
N2/L2.1
Adult Numeracy N2/L2.2
Adult Numeracy N2/L1.3
GCSE N10 (Work interchangeably with terminating decimals & their corresponding fractions)
An introductory PPT based task to find the value of the three words in ‘Happy New Year’, given certain values for each letter. This is followed up by a set of question cards on calculations with the letters of Happy New Year and an algebra worksheet with the same given values, using BODMAS.
A set of cards where learners have to find fractions of money. I use this as a paired game where the learners share the cards between them, then both turn over one cardeach. They work out how much their card is worth then the “winner” or person whose card is worth more keeps both cards. Play continues until 1 player has all the cards.
A great way to start a class – provides mental maths practice for E2-E3 but also suitable for higher level learners who can try it out with with large numbers and discuss how it works!
A super, quick-to-prepare paired game (all you need is paper, pencil and two dice) that is easily differentiated for any E1-E3 group. Example games include addition, subtraction and times tables.
