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Everything You Need For a Grade 6-9 in Your GCSE Maths Exam in 30 Minutes! | Higher | 16th May 2024

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A video revising all of the fundamental topics that you need to achieve a grade 6-9 in GCSE maths.

Part 1 can be found here for everything you need up to grade 5: https://youtu.be/pg5MMBU4Mv4

πŸ”₯ Join the TGMT Upgrade Programme - https://thegcsemathstutor.co.uk/upgrade-vsp/

These topics are the essential Higher Only topics that appear on the higher papers in the (9-1) maths GCSE. This however is not ALL of the question styles within the GCSE.

πŸ”₯Download my FREE Ultimate Revision Guide here πŸ”₯

https://thegcsemathstutor.co.uk/freesource-gcse-maths-revision-guide/

πŸ’‘ Higher and Foundation Revision Checklist 2023πŸ’‘

https://thegcsemathstutor.co.uk/freesource-gcse-maths-revision-checklist/

πŸ”₯Download my FREE practice booklets hereπŸ”₯

https://thegcsemathstutor.co.uk/freesource-gcse-maths-practice-papers/

🚨 Crossover Essential Videos 🚨

Everything You Need To Pass Your GCSE Maths Exam! Higher & Foundation Revision | Edexcel AQA & OCR - https://youtu.be/8A3crqKb13I

All of the Crossover Formulas - https://youtu.be/RTupPwOvkkc

🚨 Higher Essential Videos 🚨

Everything you need for a Grade 6-9 in your Maths GCSE (Higher Only) - https://youtu.be/o9VuZhCqR2U

Higher Only Formulas - https://youtu.be/lpX290vkPyw

πŸ’‘ 2023 Paper Specific Revision Videos πŸ’‘

πŸ’Ž Foundation πŸ’Ž

Paper 1 May 19th 2023 - https://youtu.be/Vk6NWP4mGeY
Paper 2 June 7th 2023 - https://youtu.be/yJUHIQOYrYs
Paper 3 June 14th 2023 - https://youtu.be/L68KZIo6qS4
Bonus Foundation Paper (Full Coverage) - https://youtu.be/J4N3X3K7zl8

πŸ’Ž Higher πŸ’Ž

Paper 1 May 19th 2023 - https://youtu.be/LyaoA4M3CPg
Paper 2 June 7th 2023 - https://youtu.be/ThZZGst3bkY
Paper 3 June 14th 2023 - https://youtu.be/azbfIcsFnUw
Bonus Higher Paper (Full Coverage) - https://youtu.be/ENI5QA21GHI

πŸ’ŽThis is the calculator I recommend πŸ’Ž

Casio fx-83GTX Scientific Calculator - https://amzn.to/2P2cyGG

πŸ’‘ Time StampsπŸ’‘

00:00 Introduction
00:41 Product Rule for Counting
00:59 Negative/Fractional Indices
01:28 Surds (adding/simplifying)
02:02 Rationalising the denominator (surds)
02:22 Difference of two squares/Complicated surds
02:52 Recurring decimals to fractions
03:22 Reverse percentages
03:48 Bounds (fractions)
04:30 Expanding three brackets
05:11 Rearranging formula
05:40 Factorising/difference of two squares
05:55 Factorising/difference of two squares algebraic
06:25 Quadratic nth term
06:55 Quadratic graph
07:19 Exponential graph
07:30 Perpendicular lines
08:05 Tangent to a circle
08:50 Form & solve equations with shapes
09:20 Quadratic formula
09:55 Completing the square
10:20 Harder completing the square
10:54 Quadratic Inequality
11:25 Harder quadratic inequality
12:00 Quadratic simultaneous equations
12:35 Iterations
13:01 (Composite) Functions
13:24 Inverse functions
13:50 Factorise algebraic fractions
14:10 dividing algebraic fractions
14:38 adding algebraic fractions
14:55 Graph Transformations
15:15 Alegbraic proof
15:42 Area of triangles using pythagorus/trig
16:23 3D Trigonometry
16:47 Exact values
17:11 Graph transformations
17:30 Capture Recapture
18:00 Box plots
18:27 Comparing box plots
18:44 Cumulative frequency graph
19:15 Histograms
19:51 Compound Interest
20:14 Depreciation
20:28 Fractions and Ratios for Probability
21:08 Direct Proportion
21:37 Inverse Proportion
22:02 Speed/velocity / Time Graph
22:27 Gradient at a particular point
22:52 Algebraic rations as fractions
23:15 Finding shaded regions
23:44 Finding angle of a sector
24:15 Volume of a Cone
24:40 Cones and Spheres
25:00 Curved surface area
25:25 Transformations with a Negative Scale Factor
25:45 Multiple transformations (Invariant Points)
26:15 Bearings with trigonometry
26:55 Similar shapes
27:25 Cirlce theorems
27:57 Cyclic Quadrilateral Circle Theorum
28:22 Circle Theorem Geometric proof
29:05 Geometric proof of congruency
29:29 Vector Proof with quadrilaterals
30:32 Venn diagrams
31:13 Probability Tables
31:37 Probability tree
32:07 Probability with equations
32:53 Probability equations without trees

πŸ”Ή Watch the video
πŸ”Ή Make notes
πŸ”Ή Practice the questions
πŸ”Ή Mark your work
πŸ”Ή Review everything you have learnt

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Disclaimer: It would be impossible to cover every single topic in the maths curriculum in this timeframe, the topics chosen here are the fundamental topics that I work on with my own students and both higher and foundation. You should always conduct your own subject analysis using your revision guides and teachers to ensure that you cover any topics not mentioned in this particular video.

Music: Over N Over
Musician: Not The King.πŸ‘‘

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