1 Go through 2 past Papers
2. Graphs
Quadratic Graphs - be able to write down co-ordinates
Identify maximum, minimum points and lines of symmetry
Identify graphs p.238-237 q2, q4, q8
Use a graph to find solutions p.241 q2, 4
3. Using a formula p337 q1, 4, 5
Changing the subject of a formula p347 q4,5
4 Angles in shapes
acute, obtuse, reflex
equilateral, isosceles, scalene
constructing triangles
p550 q2
5 Algebra
Simplifying Terms (Expanding brackets) p197 q7, p199 q3
FOIL p.262 Q1 and 2
Factorise p259 q1
6 Sequences
term to term rule p.433 1 and 2
patterns of shapes p440 q5,6
7 Constructions
Perpendicular Bisector of a line p.460
Angle Bisector p.462
Locus of points p.464
p.466 q1, p.467 q3
Tuesday 19 May 2009
Revision: Higher
1. Go through 2 past Papers
2. Prove that triangles are Congruent P520, P521 Q1
SAS
SSS
ASA or AAS
RHS
3. Calculate equations of a line through a point and perpendicular to a given line
P514 questions 4 to 8
P515 questions 2 to 8
4. Use Sine and Cosine Rule P661, 662 q2
Area 1/2absinC P664 Q2
Cosine Rule P665 Q2 (see P667)
5. Graphs - I don't have time to teach!
Recognise non-linear graphs
quadratics, reciprocal, cubic, sine, cosine
p576 3,5,7
p580 8,9,11
Transforming functions
recognise functional notation
TRANSLATIONS P 589
y = f(x) + a
y = f(x+a)
STRETCH
y=af(x)
y = f(ax)
ExB p594 questions 1 to 5, ExB p599 questions 1 to 3
2. Prove that triangles are Congruent P520, P521 Q1
SAS
SSS
ASA or AAS
RHS
3. Calculate equations of a line through a point and perpendicular to a given line
P514 questions 4 to 8
P515 questions 2 to 8
4. Use Sine and Cosine Rule P661, 662 q2
Area 1/2absinC P664 Q2
Cosine Rule P665 Q2 (see P667)
5. Graphs - I don't have time to teach!
Recognise non-linear graphs
quadratics, reciprocal, cubic, sine, cosine
p576 3,5,7
p580 8,9,11
Transforming functions
recognise functional notation
TRANSLATIONS P 589
y = f(x) + a
y = f(x+a)
STRETCH
y=af(x)
y = f(ax)
ExB p594 questions 1 to 5, ExB p599 questions 1 to 3
Tuesday 12 May 2009
Revision - Higher Tier
1.Vector Geometry
P679 1 and 3 , P681 Do yourself Chapter Review 1 to 10
2.Simultaneous Equations P540 Q2
3.Algebraic Fractions P.305 (Covers factorising as well!) ***
4.Graphs/Gradients p500 Q5, perpendicular gradient p506, Q1, 6, 7
5.Equalities/Inequalities p387, p392 q7, p395 Q9,10
6.Sequences Chapter 28 p.433 q2, p439 q4
7.Graphs of cubic etc. Chapter 37, 40 (Probably paper 2)
8.Transforming Graphs Chapters 40/41
9. Chapter 23 //lines, rhombus, //gram p.316 exb, polygons p.324 q6 &7, Pythagoras p.329 q9
10. Indices p.333, writing formulas p.343
11 Changing subject of a formula p.345, 352 q.5
12. Chapter 25 perimeter and area //gram, triangle, circle, composite
13 Volume of Prism p.429 q6 to 10
14 Chapter 30 Constructions
15 congruent, similar p527
16 chapter 35 paper 2 SOHCAHTOA, 3D
17 Arc length, Are sector, dimensions p568
18 circle theorems ch39 p.635 ALTERNATE SEGMENT THEOREM
19 Quadratic equations p.640 q1 to 4, p643 q3 to 8, COMPLETE THE SQUARE p.646 all
20 sine rule, cosine rule ch41
21 Chapter 42 Vectors
22. Past Papers (see November 2008)
P679 1 and 3 , P681 Do yourself Chapter Review 1 to 10
2.Simultaneous Equations P540 Q2
3.Algebraic Fractions P.305 (Covers factorising as well!) ***
4.Graphs/Gradients p500 Q5, perpendicular gradient p506, Q1, 6, 7
5.Equalities/Inequalities p387, p392 q7, p395 Q9,10
6.Sequences Chapter 28 p.433 q2, p439 q4
7.Graphs of cubic etc. Chapter 37, 40 (Probably paper 2)
8.Transforming Graphs Chapters 40/41
9. Chapter 23 //lines, rhombus, //gram p.316 exb, polygons p.324 q6 &7, Pythagoras p.329 q9
10. Indices p.333, writing formulas p.343
11 Changing subject of a formula p.345, 352 q.5
12. Chapter 25 perimeter and area //gram, triangle, circle, composite
13 Volume of Prism p.429 q6 to 10
14 Chapter 30 Constructions
15 congruent, similar p527
16 chapter 35 paper 2 SOHCAHTOA, 3D
17 Arc length, Are sector, dimensions p568
18 circle theorems ch39 p.635 ALTERNATE SEGMENT THEOREM
19 Quadratic equations p.640 q1 to 4, p643 q3 to 8, COMPLETE THE SQUARE p.646 all
20 sine rule, cosine rule ch41
21 Chapter 42 Vectors
22. Past Papers (see November 2008)
Monday 11 May 2009
Revision: Foundation Tier
Do you need any help from the following? I have given references to the Trevor Senior (Blue Book you have)
Finish the three Previous Papers 2006, 2007 and 2008 constructions
Solving Equations p434-435
Using formulas p464-465, P468
Sequences p499-501
Distance Time Graphs p.562-566
Factorising p.613, 615
Parallel lines p.621, quadrilaterals, p623, p625
regular polygons
writing as equations p.649
Area //gram , triangles p.660-661
circumference p.665, 669
area p.671
equalities p.686
inequalities p.692, 693, 694
nets, volumes p.718
finding the nth term p.734, 737
graphs/gradients p.745-747
quadratic graphs p.750-751
Friday 8 May 2009
Algebra (Higher)
A collection of links, videos etc that will give you last minute revision
Bitesize has a comprehensive list
Bitesize does Simultaneous Equations
A really, really good Mind Map - I like these
Factorising
Common Factors
If you can stay awake this is video 35 of 51
Factorising Quadratics
A worksheet explaining quadratics such as 2x2 + 5x − 7.
Oh dear he tries to be funny - a difference of 2 Squares
Bitesize has a comprehensive list
Bitesize does Simultaneous Equations
A really, really good Mind Map - I like these
Factorising
Common Factors
If you can stay awake this is video 35 of 51
Factorising Quadratics
A worksheet explaining quadratics such as 2x2 + 5x − 7.
Oh dear he tries to be funny - a difference of 2 Squares
Thursday 7 May 2009
Trigonometry: Graphs
Chapter 37 Graphs
I'll add things later - but do subscribe/follow it'll help - this topic will be on the second paper.
Cubic Functions
- Have a look at Bitesize Cubic Function )
- Have a look at the links - there is a good summary of the graphs you should know.
A video that is American but watch once!
Reciprocal Function look at how this is plotted
Trigonometric functions sine, cosine - be aware of what they look like
Solving Quadratic equations graphically
37.3 Transformations and Functions
A very good start is to look at Bitesize
Translations, Stretch, Reflection
There is a pdf here - 9 pages that will need printing out.
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