455 Maths Revision Sheets, 75 Feedback Sheets, 11 Topic Sheets, 60 Starters
Below is a list of topics covered in the numbered revision sheets, along with the number of the sheet in which they first appear. The sheets are arranged broadly in order of difficulty, so for example the questions on simplifying algebraic expressions on sheet 39 and the questions on adding fractions on sheet 57 will be the easiest examples of these type of questions that appear.
1 Times tables
1 Division facts
1 Place value
3 Multiplying and dividing by 10, 100 and 1000
3 Perimeter
4 Complements to 100
4 Adding and subtracting decimals
4 Writing large numbers in figures
4 Decimal equivalents of simple fractions
4 Converting between metric units
6 Time
8 Long multiplication
8 Negative numbers in the context of temperature
8 Adding and subtracting negative numbers
14 Finding a fraction of a quantity
16 Rounding to the nearest whole number
17 Brackets and the order of operations
17 Ordering negative numbers
21 Squaring numbers
21 Multiples and factors
23 Cancelling fractions
23 Rounding to the nearest 10, 100 and 1000
24 Percentage equivalents of simple fractions
26 Acute, obtuse and reflex angles
26 Probability that something does not happen
28 Finding the mode
28 Finding the range
28 Working out simple probabilities
29 Finding the median
29 Finding simple percentages of a quantity
32 Simplifying algebraic expressions
37 Writing an algebraic expression
39 Simplifying an algebraic expression
39 Substituting into an expression
42 Fraction equivalents of simple percentages
44 Angles on a straight line
44 Angles in a triangle
47 Converting decimals to fractions
49 Ordering decimals
51 Prime numbers
53 Sequences
53 Square numbers and square roots
53 Triangle numbers
53 Area of a square
56 Expressing one number as a fraction of another
56 Properties of quadrilaterals
57 Adding fractions
59 Formulas
62 Equations
63 Rounding to a given number of significant figures
64 Finding the mean
66 Area of a rectangle
66 Converting percentages to fractions
73 Multiplying decimals
73 Finding any percentage of a quantity
75 Finding one quantity given the ratio and the other quantity
75 Simplifying ratios
75 Links between ratios and fractions
75 Multiplying and dividing negative numbers
75 Rounding to a given number of decimal places
81 Using words to describe the likelihood of events
81 Sum of probabilities = 1
83 Names of quadrilaterals
83 Names of solids
83 Faces, edges and vertices
83 Cube numbers and cube roots
83 Volume of a cuboid
85 Line symmetry
85 Coordinates
85 Rotational symmetry
86 Scale drawings
87 Sum of the angles in a polygon
94 Highest Common Factor and Lowest Common Multiple
94 Prime factor decomposition
94 Index laws
95 Converting between decimals and percentages
99 Division in a given ratio
105 Estimating by rounding to 1 significant figure
110 Converting between metric and imperial units
121 Multiplying out brackets
124 Increasing and decreasing a quantity by a given percentage
124 Expressing one number as a percentage of another
126 Area of a triangle
126 Area of a parallelogram
126 Area of a trapezium
126 Area of a compound shape
126 Area and circumference of a circle
126 Converting between cm2 and m2 and between cm3 and m3
128 Nth term of a linear sequence
132 Factorising by taking a single term outside a bracket
135 Interior and exterior angles
136 Writing whole numbers that satisfy a given inequality
137 Unitary ratios
137 Proportional change
145 Calculating the percentage increase/decrease
145 Experimental probabilities
150 Corresponding angles
151 Drawing pie-charts
151 Interpreting pie-charts
153 Map scales
165 Alternate angles
167 Reciprocals
167 Describing transformations
167 Simple interest
168 Upper and lower bounds for measurements
175 Area and perimeter of a semi-circle
175 Surface area of a cube / cuboid
175 Surface area of a cylinder
175 Volume of a cylinder
175 Volume of a prism
181 Angles at a point
181 Angles in a parallelogram
182 Straight-line graphs
182 Midpoint of a line segment
182 Converting top-heavy fractions to mixed numbers
182 Angles in an isosceles triangle
186 Congruent shapes
186 Showing an inequality on a number line
186 Pythagoras’ Theorem
188 Measurement of capacity (l)
192 Multiplying and dividing fractions
192 Converting fractions to decimals
192 Equations with x on both sides
192 Solving inequalities
192 Equation of a straight line: y = mx + c
192 Length of a line segment
198 Expanding the product of two linear expressions
198 Length of the diagonal in a square with a given side
202 Designing a data collection sheet
202 Collecting a reliable sample
202 Probability as an estimate of relative frequency
202 Listing outcomes for compound events
204 Solving a problem by forming an equation and then solving it
205 Two-way tables
218 Solving equations by trial and improvement
218 Sketching straight-line graphs using y = mx + c
218 Quadratic graphs
222 Rotations
222 Reflections
222 Translations
222 Enlargements
224 Ordering fractions
224 Converting mixed numbers to top-heavy fractions
224 Converting recurring decimals to fractions
228 Correlation
228 Similar shapes
230 Standard form
230 Changing the subject of a formula
232 Stem-and-leaf diagrams
232 Quartiles and interquartile range
232 Factorising quadratic expressions
233 Designing a question for a questionnaire
233 Mean from a frequency table
239 Mean for grouped data
239 Speed/Distance/Time calculations
239 Density/Mass/Volume calculations
245 Interval containing the median
251 Comparing sets of data
254 Compound interest
258 Cumulative frequency graphs
260 Stratified sampling
261 Frequency density
271 Fractional, negative and zero indices
279 Calculating with Standard form
290 Surds
290 Giving answers in surd form and as multiples of π
290 Rationalising a denominator
290 Identifying whether a fraction is represented by a recurring decimal or a
terminating decimal
290 Upper and lower bounds of calculations
300 Equations of perpendicular lines
307 Bearings
307 Difference between two squares
307 Simplifying algebraic fractions
317 Simultaneous equations
317 Solving quadratic equations
317 Shading regions represented by inequalities
317 Dimensions of measurement
317 Reverse percentage problems
318 Direct proportion
319 Graphs of y = x3 and y = 1/x
324 Calculating the gradient of a straight line
330 Nth term of a quadratic sequence
338 Moving averages
338 Conditional probabilities
338 Tree diagrams
338 Knowing when to add and when to multiply probabilities
339 Height of an isosceles triangle
339 three-dimensional coordinates
339 Pythagoras in three dimensions
343 Box-plots
352 Inverse proportion
361 Trigonometry – finding an angle
365 Trigonometry – finding a side
373 Trigonometric calculations involving bearings
378 Trigonometric calculations involving angles of elevation and angles of
depression
399 Enlargements using fractional scale factors
399 Properties that are preserved under an enlargement
414 Lengths of arcs and areas of segments of a circle
417 Area of a triangle using 1/2absinC
417 Volume and surface area of a sphere
418 Volume and surface area of a cone
418 Volume of a pyramid
421 Writing a quadratic expression in completed square form
423 Using graphs to find solutions to a quadratic equation
433 Solving quadratic equations by factorising
433 Solving quadratic equations by using the formula
434 Solving quadratic equations by completing the square
444 Vectors
445 Enlargements using negative scale factors
445 Solving simultaneous equations graphically
445 Effect of enlargement on lengths, areas and volumes
448 Simultaneous equations where one is linear and the other is quadratic
448 Sine rule
449 Cosine rule
455 Transformations of graphs
455 Minimum value of a quadratic function