Trig graphs Study guides, Class notes & Summaries

A-Level Maths Class Notes (AQA) for Year 12 (and 13) students Topics: 1. trig graphs 2. reciprocal trigonometric functions 3. proofs 4. identities 5. circle equations 6. explicit and implicit functions/parametric equations

trig graph notes from class set out in a metacog for easy studying Math Grade 11 - Grade 12 Metacog on Trig Graphs

This set of notes contains areas such as trig, non linear and circle geometry. - Trig: 3D trig and non right angle trig - Non linear: circle graphs, hyperbolas, exponentials, cubics and parabolas. General forms included - Circle geometry: proofs for inside and outside the circle Worked solutions for some topics, important information sectioned out in boxes

Maths TRIG Graphs Summary

A summary of everything you need to know to ace the CAPS Grade 12 Maths Paper 2! The summary includes notes on trigonometry, statistics, analytical geometry and euclidean geometry.

This document explains the three types of graphs found in trig, sin, cosine, and tangent (tan) graphs. This gives a basic understanding of what the graphs look like, the components to determining the equation, as well as labelling the graphs in exams/tests.

Summarised class notes for GCSE Maths. AQA exam board but can also apply to other exam boards. For year 10 and 11 GCSE students. I got a grade 8 (A/A*) using these notes! More than 30 topics, such as: 1. x and y intercepts 2. Gradients 3. Equation of a straight line 4. Parallel and perpendicular lines 5. Transformations of quadratics 6. Quadratic equations 7. Completing the square 8. Factorising quadratics 9. Function notation 10. Inverse functions 11. Composite functions 12. Hi...

This document provides a strong foundational summary and step-by-step process for conceptualizing limits. This also provides example problems, helpful diagrams and colorful graphs

This document visually provides information, guidance, and example problems for precalculus and calculus concepts involving limits.

This document explains how to interpret trigonometric functions. It consists of 4 pages, with a worked example and an exercise. It also includes how to sketch more complicated trig graphs.