Example and fill-in sheet with 5Qs for circumference with both radius and diameter. With answers

Straight-forward examples for area/volume using mixed units for length. Can they see relationship?

Simple complete the table and answer a few questions exercise. (12/7/16) Answers uploaded

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.

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 on reading timetables (using a real bus timetable!) and planning journeys.

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?

Shade diagrams to add fractions. Fractions without common denominators. First 5 when in same times table, then 3 in different tables. These diagrams pre-drawn and not explained; plus seven questions where pupils need to draw diagrams in their own books. (Assumes the general idea is already familiar from earlier in curriculum, but you may wish to discuss common denominators and equivalent fractions before they go on to drawing their own diagrams.) Updated 16/1/16 - second worksheet with more examples added

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

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.

Two main slides showing visually place value adjustment when multiplying/dividing by 10, 100, 1000. Plus puzzle starter. You may just want to use the two main slides in a PowerPoint of your own!

Presentation and worksheet for middle ability Y8 students. (50 minute lesson.) Could be extended for students to calculate area as well.

8 quick tips for writing better questionnaires

'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.

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

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.\n\nFinal page to identify given shapes - named, congruent, enlargement.

Use nth term rule and find nth term for linear expressions (2-sided worksheet for each). Worksheets scaffolded. First with missing terms and second to find multiplier and difference between that times table and the sequence given.\n\nNot a lot different to exercises in books but hopefully attractive and less intimidating (limited number of questions!) for a lower ability group.

Scaffolded worksheet asking students to find 4 points, plot these on a conversion graph of miles to km and then use the line to convert 4 other values. (10/2/14) Two further examples added.

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]

Qualitative vs quantitative, discrete vs continuous. 1. Cards to sort into two groups - may think of any way to split. 2. Flipchart to structure lesson with links to short videos etc. 3. PowerPoint quiz - identify whether discrete or continuous.