These resources are designed to get students to understand properly the topic they are working on. The sets of worksheets include a lot of repetition and are useful for teaching a topic or revision . Some of my resources are at a very basic level and are written for older teenagers and adults. If you like my style please send me suggestions of topics that you would like to see a resource created for.
These resources are designed to get students to understand properly the topic they are working on. The sets of worksheets include a lot of repetition and are useful for teaching a topic or revision . Some of my resources are at a very basic level and are written for older teenagers and adults. If you like my style please send me suggestions of topics that you would like to see a resource created for.
This power point can be used very flexibly to teach, practise or revise various algebraic processes whilst also reminding students about the basic properties of shapes.
The slides show a wide variety of shapes. For each shape students can create an expression or formula for its perimeter ( and also for the area for many of the shapes ). In doing this they can practise collecting like terms, using brackets in expressions ( and multiplying them out ). The formulas created can then be used to substitute numbers in or for rearranging work.
There are two worksheets ( with answers ) to go with the powerpoint which concentrate on creating expressions for perimeters.
GCSE 9-1 refsA1, A2, A3, A4, A5, A6, G4, G16, G17
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This resource can be printed on A4 pages to create an A5 size booklet. The idea is to practise a particular times table e.g. the SIX times table by filling in the number 6 in the box on the first page. This will automatically update all the questions to require multiples of six in the answers. By changing the 6 to a different number you can practise a different times table.
Vocabulary used includes ‘divisible’, ‘multiple’, ‘product’ and ‘remainder’. Exercises include commutativity, multiplying by decimals, calculating remainders and finding unit fractions of amounts.
Useful for older students who need to refresh their times tables.
DfE references for GCSE 9-1 N2 N3 N4
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Ten worksheets GCSE / iGCSE / Basic A-level standard
Domain and Range
Inverse functions
Combined functions
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Two simple worksheets that require students to sketch parabolas in order to solve quadratic inequalities. The answers are included.
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Drawing graphs, solving simultaneous equations and solving inequalities.
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These 9 worksheets provide an introduction to measuring and drawing three figure bearings beginning by looking at the 8 points of the compass. The practical uses of bearings in the real world are emphasised by requiring students to work through word problems with varying levels of support.
There is a lot of opportunity for practising measuring and drawing angles up to 360°. Revise angle vocabulary and apply basic angle facts.
As an additional feature sone of the examples also require diagrams to be measured so the map scale can be used to find the actual real life distance.
GCSE 2017 references G15, G14, G1, R2
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Exercises on using Pythagoras' formula to calculate missing sides in right-angled triangles.
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Seven pages of loci problems and ruler and compass constructions.
Practise creating scale drawings.
Draw a perpendicular from a point to a given line.
Perpendicular bisector of a line segment and bisecting a given angle.
DfE reference GCSE 9-1 G2, G9,G1
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9 worksheets with answers created to provide a starting point for revising all the differentiation and integration results that need to be learnt for the second year of A level maths. Work through the basic results e.g. differentiate or integrate sin x then apply the rules to sin 2x etc. All the basic functions including the more obscure ones on the formula sheet are covered. There are plenty of functions of functions and functions raised to a power.
There are mixed sheets for extra practise at spotting which method to use.
Written for the Edexcel syllabus but applies to OCR and AQA also.
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This power point is for calculating the areas of rectangles, triangles and shapes made up of rectangles and triangles.
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Revision worksheet on calculating the area of squares. Finding the length of the sides given the area.
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This powerpoint uses diagrams and photographs to illustrate the equivalence of simple fractions.
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This powerpoint and worksheet show students how to create equivalent fractions by scaling up a simple fraction.
Uses simple practical applications.
Using real life data to see how 9 out of 10 scales up to 18 out of 20 and eventually 90 out of 100 thus also making a connection with percentages as special ‘out of 100’ fractions.
Also the splitting of a whole into two fractions e.g. 9 out of 10 people being right-handed means 1 out of 10 people are left-handed. Percentages total 100%.
GCSE 9-1 references N1, R9
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Powerpoint and worksheet showing how to work out a fraction of a small amount, for example 4/5 of 30 using pictures.
To develop the idea of finding one fifth by sharing a set of 30 objects into five equal groups. Then multiply to find how many four fifths of the whole set is.
The lesson also practises the use of multiplication and division facts for small numbers.
GCSE 9-1 references N8, N2
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Enhance understanding of area and volume factors by using these worksheets to calculate the surface area and volume of shapes before and after enlargement.
Revise volume and area formulas at the same time. Calculate the area and volume factors by using the scale factor and see how the answer relates to the answers achieved from using formulas.
Also calculate scale, area and volume factors given one of the three factors using roots and powers.
GCSE 9-1 reference G19, G16, R2, N6
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10 sets of questions for for practising how to multiply a term over a single bracket.
There are two sets of mixed questions for revision.
Each set of questions appears four times on an A4 page to reduce duplication costs.
Can be used as homework or extension work for foundation and higher level GCSE.
GCSE 9-1 references A4, A1
The answers are included.
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Draw perpendicular gradient on grids in these 7 worksheets to see and understand the relationship between the gradients of perpendicular lines. Excellent revision/extension for work on gradients. The answers are included.
Find the gradient of lines on grids and then draw lines perpendicular to them. Use y = mx + c to find the equations of perpendicular lines.
Ideal for bridging the gap between higher GCSE and AS-level and providing real understanding.
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