Cambridge International AS & A Level Mathematics Resúmenes

Detailed notes covering the Paper 1 Syllabus of the 9707 AS Mathematics syllabus, including coloured graphs, illustrated examples, solving methods and common questions,

Concise exploration of A.P. and G.P.—general terms, sum formulas and real-world applications.

Test (elaborations) full explanations for Pure Mathematics Cambridge International AS & A Level Mathematics, ISBN: 7144 This is for the AS Pure Math paper Oct/Nov 2020 11

These notes cover all key topics, offering clear explanations, worked examples, and summary points to help build a strong foundation in mathematics. The content includes algebra, with a focus on expressions, equations, inequalities, and their applications. It also covers functions, exploring different types of functions, their graphs, and properties. Trigonometry is included, with explanations of trigonometric functions, identities, and equations. In addition, the notes explain coordinate geo...

Summary Notes for Chapter 1 on Quadratics for AS level Mathematics (9709) covering: 1) how to carry out the process of completing the square for a quadratic polynomial ax^2 + bx + c and use a completed square form 2)how to find the discriminant of a quadratic polynomial ax^2 + bx + c and use the discriminant 3) how to solve quadratic equations, and quadratic inequalities, in one unknown by factorising, completing the square and using the formula. 4) how to solve by substitution a pair of ...

Detailed walkthrough of plotting sine, cosine and tangent curves, covering amplitude, period, phase shifts and asymptotes.

This is the exam paper for the exam taken in 7th oct 2020

Comprehensive overview of functions—domain & range, composite/inverse functions and transformational shifts.

I just made a simple summary for students who are lost. You just need to memorize the ones in the document and you will be ready for the exam.

These comprehensive notes are designed to support students studying the *Cambridge AS & A Level Mathematics: Pure Mathematics 1 syllabus. They cover all key topics and provide clear explanations, worked examples, and summary points to help students build a solid foundation in mathematics. The notes include: *Algebra*: Detailed coverage of algebraic expressions, equations, inequalities, and their applications. *Functions*: Exploration of different types of functions, their graphs, and proper...

Detailed notes covering the Paper 1 Syllabus of the 9707 AS Mathematics syllabus, including coloured graphs, illustrated examples, solving methods and common questions,

Comprehensive overview of functions—domain & range, composite/inverse functions and transformational shifts.

Step-by-step guide to the binomial theorem—expansion formulas, Pascal’s triangle and general-term calculations.

Concise exploration of A.P. and G.P.—general terms, sum formulas and real-world applications.

Clear summary of sine/cosine/tangent ratios, Pythagorean and compound-angle identities, plus problem-solving tips.

Core techniques for antiderivatives—basic rules, substitution, definite integrals and area-under-curve problems.

Detailed walkthrough of plotting sine, cosine and tangent curves, covering amplitude, period, phase shifts and asymptotes.

These notes cover all key topics, offering clear explanations, worked examples, and summary points to help build a strong foundation in mathematics. The content includes algebra, with a focus on expressions, equations, inequalities, and their applications. It also covers functions, exploring different types of functions, their graphs, and properties. Trigonometry is included, with explanations of trigonometric functions, identities, and equations. In addition, the notes explain coordinate geo...

These notes cover all key topics, offering clear explanations, worked examples, and summary points to help build a strong foundation in mathematics. The content includes algebra, with a focus on expressions, equations, inequalities, and their applications. It also covers functions, exploring different types of functions, their graphs, and properties. Trigonometry is included, with explanations of trigonometric functions, identities, and equations. In addition, the notes explain coordinate geo...