Complete A-Level Pure Maths Course in 10 Lectures

🎓 Complete A-Level Pure Maths Course in 10 Lectures

🚀 Course Headline:
Intensive exam-focused training course to help students with exam preparation and grade improvement with proven results! 🎉

🏫 About Westbound Maths: Founded by two recent Cambridge graduates, Westbound Maths has been running in-person training for students based in North London since 2018. Now, we're thrilled to bring our intensive and effective teaching online! Our courses are designed with a focus on Exam Preparation and Grade Improvement, and we have the results to prove it—88% of our past students improved their final grades by at least one band from predicted grades! 📈

🔍 What You'll Learn: The Westbound Maths Complete A-Level Pure Maths Course covers the entire A-Level pure maths syllabus, which accounts for 2/3 of the final exam weight for A-Level Mathematics qualification. Over 10 comprehensive lectures with over 15 hours of class videos, you'll master the following topics:

• Sequence and Series 🔢: Understand arithmetic and geometric sequences and series.
• Binomial Expansion ✒️: Master the binomial expansion theorem.
• Trigonometry Part I 🧳: Get to grips with sine, cosine rules, area of a triangle, radian, arc length, and area of a pie.
• Trigonometry Part II 🦸‍♂️: Solve problems using trigonometric identities, double angle formulae, and more.
• Algebra, Functions and Parametric Equations Part I 🛠️: Explore factorization, long division, partial fractions, modulus functions, exponential and logarithm functions.
• Algebra, Functions and Parametric Equations Part II ⚫️: Dive into composite and inverse functions, transformations in the (x,y) plane, and parametric equations.
• Differentiation Part I 📈: Learn methods of differentiation including the chain rule, product rule, quotient rule, differentiation through inverse functions, and understand connected rate of change.
• Differentiation Part II 🎢: Differentiation of trigonometric functions, exponential and logarithm functions, parametric equations, stationary points, second derivatives, inflection points, and modelling questions on differentiation.
• Integration Part I ∫: Memorize key concepts for direct integration and tackle integrating trigonometric functions, reverse chain rules, substitution, and integration by parts.
• Integration Part II ∬: Master Partial Fractions, applications of integration, solving differential equations, and the trapezium Rule.

📝 How to Fully Utilize the Course Materials: To ensure you get the most out of our course, we've structured our materials to be both engaging and educational. Here's how to make the most of them:

• Class Video: We kick off each topic with the key concepts and definitions, followed by a past exam question to show how these are applied. Then, you'll tackle an exam-styled classroom exercise for practice, and finish with a detailed step-by-step guide on solving it.

• Handouts: Every lecture comes with a handout summarizing key concepts, examples of exam-styled questions, and solutions to the classroom exercises.

• Homework with Exam-Styled Questions: For each lecture, you'll be given 4 exam-styled questions to complete under exam conditions. This will help you identify any knowledge gaps and solidify your understanding.

• Mistake Diagnosis: Use the detailed sample solutions provided to diagnose any mistakes in your homework, which is crucial for grade improvement.

Join us at Westbound Maths and elevate your A-Level Pure Maths skills to new heights! 🚀📚✨