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)

Quick 10 question quiz - identify correct theorem to use to solve problem. (No solutions required.)

Construct four triangles and a parallelogram by following instructions. More of the correct technical language used further down the sheet.

6 tables to complete as source data for drawing pie charts. All integer values.

Classic Millionaire format. You may wish to add brackets around negative numbers, or otherwise reformat. Two versions - one with just add/subtract, other much harder with combinations of operations, squares/cubes etc.

Worksheet that breaks down multiplication of 2 digit numbers to develop understanding of the compact method [14/9/15 - mistake corrected]

Percentage increase and decrease. Table for depreciating a Ferrari over 5+ years. (10/2/14) Second worksheet added with similar compound interest example.

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.

A set of questions where you use mode, range, median and mean to find one or two missing values from a list. Answers provided.

Simple complete the table and answer a few questions exercise. (12/7/16 Corrupted resource reinstated)

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.

Worksheet to complete topic (or as homework). Identify gradient/y-intercept from 3 equations and 3 graphs; sketch 3 graphs using y=mx+c.

Nine sets of cards to match with graph, equation and pair of coordinates. 4 with same gradient, 3 same intercept, two negative gradient. 3/4/14 I've recently uploaded a PowerPoint on the same topic as a separate resource

Scaffolded worksheet with 5 simple questions on area of a circle.

9 examples of each to show on whiteboard. Pupils write down (on personal whiteboard?) how many lines of symmetry/order of rotational symmetry. Then reveal answer on IWB. Rotations are 'animated'. Revision/plenary exercise?

Dividing fraction by whole number and vice versa; divide v=fraction by fraction. Slide towards end to discuss results so far to try to elicit "invert and multiply" rule. Two examples with diagrams for each.

Illustration of balanced scales for solving equations. 1 and 2-step. [21/1/15] Simple matching worksheet added for 1-step equations. [3/3/15] New version of presentation showing how to deal with the variable on both sides.

A set of 8 graphs to 'talk' through (use mini-whiteboards?) to recognise intercept and gradient

Quick set of 8 questions (x3) for multiplying mixed numbers. Answers provided.

Quick, multiple choice, summative quiz. Can use coloured flash cards or whiteboards to get responses. Reverse percentage to finish.