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Division using factors
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Division using factors

(6)
Straightforward worksheet with example of how to divide using factors and 15 questions. (This is so much easier than long division, so long as the divisor can be broken into convenient factors. Wish I had known about this year ago!) (12/7/16) Answers uploaded
Make 2-D shapes from missing coordinates
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Make 2-D shapes from missing coordinates

(71)
Find the coordinates that creates the required shape - some of the problems have more than one answer. Others (assuming you use integer values and stay on the grid) do not. Various triangles, square, parallelogram, rhombus, trapezium. Final page to identify given shapes - named, congruent, enlargement.
Parallel lines & angle facts quiz
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Parallel lines & angle facts quiz

(68)
20 quick questions on angles (largely) in parallel lines. Emphasis on use of correct terminology. Could be done on mini-whiteboards, or otherwise as quiz, rather than flashcards.
Ratio - harder worded questions
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Ratio - harder worded questions

(14)
8 questions. Includes questions where the key to the answer is in the "extra" parts (the difference between the two ratios). (12/7/16) Answers uploaded
Mixed questions on area of basic shapes
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Mixed questions on area of basic shapes

(11)
Areas of rectangles, triangles, parallelograms and trapezia. Fairly straight-forward questions on area (or using area to find missing sides). Multichoice - so can be used with flash cards.
Fractions - 4 rules millionaire
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Fractions - 4 rules millionaire

(3)
Powerpoint in Millionaire format. All 4 rules for fractions, starting from add/subtract then multiply/divide. Mixed numbers and simplifying involved at different points. [6/5/15 edited to remove duplicate false answer on Q1.]
I can statements - Y5 to Y8 maths
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I can statements - Y5 to Y8 maths

(3)
A set of self-assessment statements with three 'levels' (effectively 'little idea', 'getting there' and 'pretty confident'). Based on the ISEB Common Entrance syllabus for maths but, as this is aligned to the National Curriculum, it should be broadly applicable. The order of the statements reflects my scheme of work, but of course they can be moved around. I intend to cut them up and paste as a booklet. For Y7 & Y8 there are two levels, reflecting the fact that CE 13+ has two (main) levels. These might be seen somewhat as early 'foundation' and 'higher'. There is a need to consider teacher (peer?) validation of self assessments. I will probably ask classes to complete at the end of a unit, perhaps dating their selection. I may initial in the margin if I agree they have reached a reasonable level of mastery. I may also ask for an initial tick before they start a unit.
Solve equations with two unknowns
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Solve equations with two unknowns

(8)
Set out algebraically (rather than using picture puzzles). Finding solutions with limits (eg. only positive integers). Challenge questions are (implicitly) simultaneous. Used with bright Y6 group. (12/7/16) Answers uploaded
Substitute in simple formulae
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Substitute in simple formulae

(8)
'Quick' worksheet with perimeter of rectangle and pentagon, area of parallelogram and angles in a triangle. Four questions on each. For brighter Y6 (starting algebra) but also for lower ability secondary. (12/7/16) Answers uploaded
Rounding - dec. places, sig figs and estimation
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Rounding - dec. places, sig figs and estimation

(48)
Structured worksheets on decimal places and significant figures. Plus similar style sheet (with less scaffolding) for estimating using 1 significant figure. (d.p. worksheet added 28/1/13) (12/7/16) Answers uploaded
Percentage increase - scaffolded worksheet
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Percentage increase - scaffolded worksheet

(19)
First find 10, 20 and 5% of some numbers. Then questions using these values. Finally questions with other values and with guidance on how to get the correct amount. Could be calculator, but sums should be easy enough without. [3/2/16 Second version added for pupils who need further practice. 12/7/16 Answers uploaded]
Averages from bar chart
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Averages from bar chart

(10)
Extract discrete data from a bar chart and use to find mean, median, mode and range. Starts by considering a table of data and then two examples of bar charts.