Download Maths Revision list year 10 higher tier summer exams

Year 10 Summer Examinations 2016:Higher tier.
There will be a NON CALCULATOR and a CALCULATOR paper
Remember to bring the following to your examinations:
Black pen, HB pencil, 30 cm ruler, rubber, protractor, compasses; calculator for the second paper ONLY.
Before your examinations you should:
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learn square numbers up to 202
learn cube numbers up to 103
recap all the work that has been covered since Year 7, learning all formulae
re-do the tests which you have taken since September 2015.
Practise the past examination papers given in class.
Below is a list of the topics covered with MyMaths links where applicable.
(Login: combebank
Topic
Factors, multiples, primes, HCF and LCM
Square numbers, cube numbers and
their roots
Order of operations
Reciprocals
Indices
Collecting like terms
Evaluating expressions
Sequences
Fractions
Adding, subtracting, multiplying and
dividing decimals
Rounding to decimal places and
significant figures
Estimating
Manipulating decimals
Recurring decimals to fractions
Bounds of accuracy
Angles in parallel lines
3-sided and 4-sided polygons and their
properties
Geometrical proofs
Angles of elevation and depression
Polygons
Sampling, stratified sampling, bias
Collecting and recording data
Two-way and other Tables
Metric units, Imperial units
Password: hexagon)
www.mymaths.co.uk link
Number – powers and roots – HCF - LCM
Number – powers and roots – square and cubes
Algebra – expressions and formulae – order of operations
Algebra – graphs – reciprocals (not the graphs)
Number – powers and roots – squares and cubes, indices 1, 2, 3,
4
Algebra – algebraic manipulation – simplifying 1 & 2
Algebra – expressions and formulae – substitution 2
Algebra – sequences – sequences, nth term
Number – fractions – simple equivalent fractions, fractions of
amounts, improper and mixed fractions, equivalent fractions,
fractions to decimals, adding, subtracting fractions, multiplying
fractions, dividing fractions, mixed numbers, comparing fractions
Number – decimals – add, subtract decimals; multiply decimals
by 10, 100; multiply decimals by whole numbers; multiply two
decimals; divide decimals by whole numbers
Number – estimating and accuracy – decimal places, significant
figures
Number – estimating and accuracy – estimating calculations
See Chapter 4.7
Number – decimals – recurring decimals 1 & 2
Number – estimating and accuracy – upper and lower bounds 1 &
2
Shape – angles – angles in parallel lines
Shape – 2D and 3D shapes – 2D and 3D shapes, properties of
triangles, lines and quadrilaterals
Shape – angles – angle reasoning
Shape – trigonometry – trig angles of elevation
Shape – angles – interior exterior angles, sum of angles in a
polygon
Statistics GCSE – statistics – collecting data
Data – collecting data - sampling
Data – collecting data – questionnaires
Data – presenting data
Data – presenting data – two-way tables
Shape – converting units – metric conversion, imperial measures
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Speed, density
Congruent and similar shapes
Congruent triangles
Expanding brackets
Factorising
Perimeter and area
Volume
Elevations and plans
Measures of Average and Spread
Linear Equations
Percentages
Graphs
Ratio and proportion
Transformations
Processing and Interpreting Data
Inequalities
Formula
Angles and trigonometry
Shape – measures – speed, density
Shape – scale and similarity
Shape – 2D and 3D shapes – congruent triangles
Algebra – algebraic manipulation – single brackets, brackets
Algebra – algebraic manipulation – factorising linear, factorising
quadratics 1 & 2
Shape – area and perimeter
Shape – volume and surface area
Shape – 2D and 3D shapes – plans elevations
Data – processing data
Algebra – equations - linear
Number – percentages – percentage of amounts 1, percentage of
amounts 2, percentage change 1, percentage change 2, reverse
percentage
Algebra – graphs – drawing graphs, midpoints, gradients, y = mx +
c, equation of a line 2
Number – ratio and proportion – ratio dividing 1, ratio dividing 2,
proportion introduction, unitary method, direct and inverse
proportion
Shape – transformations – rotating shapes, enlarging shapes,
reflecting shapes, translating shapes, all transformations
Data – presenting data – drawing pie charts, reading pie charts,
frequency polygons, grouping data, cumulative frequency 1 and
2, histograms, box and whisker plots
Algebra – Inequalities- inequalities and intervals, inequations,
shading inequalities
Algebra – Expressions and Formula – rules and formula,
substitution1, substitution 2
Shape – Pythagoras – Pythagoras’ theorem
Remember:
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First look at your Progress Sheet and start by revising all the topics that you have coloured red. Remember
these are the ones that need most practice. Once you have mastered those, revise the amber ones and lastly
the green ones.
Revising in maths is studying your notes on a topic, then doing lots of the questions that you find difficult on
that topic. If you get stuck, review the lessons on that topic on MyMaths. If you still are having problems,
come and see me for extra help at break time or lunchtime.
Most importantly – go to bed early the night before the exam and good luck.
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