Dive into a comprehensive problem-solving course designed for mathematics students preparing for GCSE exams and beyond. Explore a wide range of challenging topics, from geometry and probability to algebra and sequences. Tackle complex problems step-by-step, including Grade 9 "tough" exam papers, tricky GCSE Higher revision questions, and even International Mathematical Olympiad (IMO) level challenges. Enhance critical thinking skills through various problem-solving techniques, covering areas such as overlapping shapes, bearings, vectors, and dependent probability. Engage with real-world applications and puzzles that will sharpen mathematical reasoning and prepare for high-stakes exams. Perfect for students aiming to excel in GCSE Mathematics and those looking to push their problem-solving abilities to the next level.
Overview
Syllabus
Grade 6-9 Revision (problem solving) | GCSE (9-1) Mathematics AO3 60 minute revision.
Grade 9 "tough" exam paper - GCSE (9-1) Higher Mathematics revision.
GCSE Higher revision practice questions - 30 minute mathematics revision.
Two overlapping squares.
Find the height of the table (7 marks??).
The square problem.
A problem with trapezia.
Grade 8/9 Ratio Problems.
Grade 9 Questions | How to find the area of a segment.
Equilateral triangle inside a circle problem.
The "Impossible" Maths GCSE Question.
Q18 and 19 (Rhombus and Vectors) can you solve these problems?.
Probability | 3 tricky problems.
A Geometry Problem.
A Quadrilateral Problem.
Ratio & Fractions problem.
q20 paper 2H June 2019 GCSE exams.
A Sweet Probability Problem.
A Quadratic Sequences Problem.
Maths GCSE Revision Q&A | Venn diagrams, linear equations, loci, prime factorisation.
Ice Cubics.
The Ant Riddle (problem solving).
Going off on a tangent to solve this one - A-level Mathematics.
Dependent Probability problem | 8 coins in a bag....
Maths puzzle/riddle - 54 Energy Drinks Problem - problem solving GCSE/high school level - worded.
Overlapping circles and area of segments.
Bearings problem solving - GCSE Higher edexcel.
A Rational Search.
Dice Games - Probability - GCSE Mathematics.
I went insane trying to solve this problem (IMO 1988 Question 6).
IMO 1988 Question 6 [TL;DR version] (proof by infinite descent).
Can you solve this? A Surprisingly Difficult Equation with a Golden solution.
NO TRIGONOMETRY ALLOWED!! Plane geometry problem solving.
OVERKILL - coordinate geometry? ♂️ vectors? .
A pretty, tricky geometry problem.
A pretty, tricky geometry problem (corrected).
A very hard folded square problem.
Taught by
Maths Explained
