Tangent - Study guides, Study notes & Summaries

THL2602 - Assignment 2 (final). Name: Jennifer du Plessis Student Number: Course: THL2602 Title: Assignment 02 Unique Number: 2 Declaration Name: Jennifer du Plessis Student number: Course Code: THL2602 Assignment Number: I declare that this assignment is my own, original work. Where I have used source material, it is acknowledged in accordance with departmental requirements. I understand what plagiarism is and I am aware of the departmental policy on it. Signature: Date: 04 ...

A summary on limits and continuity covering: Tangent and velocity problems, the limit as a function, infinite limits, calculating limits using the limit laws, the squeeze theorem, continuity and the intermediate value theorem.

Trigonometry is a branch of mathematics that deals with the relationships between the sides and angles of triangles. It is particularly useful in geometry, physics, engineering, and various real-life applications like navigation and architecture. Key concepts in trigonometry include the six trigonometric ratios: sine, cosine, tangent, cosecant, secant, and cotangent. These ratios help to calculate unknown angles or sides in right-angled triangles. Trigonometric functions, identities, and equatio...

These notes cover the following topics: - Trigonometric ratios - Co-ratios - Reduction formulae - Special angles - K-substitution - Identities - Trig equations - General solutions - Trig functions - Sine, cosine, and tangent graphs - Right-angled triangles - The area rule - The sine rule - The cosine rule - Compound angle identities - Double angles identities These notes are concise and easy to understand. They are perfect for students who want to review trigonometry quickly...

UNISA MAT1512 Calculus A Assignment NINE of 2021 solutions. October November 2020 past paper. Where possible, alternative methods are used. Topics covered: Limits at a finite point. Limits at plus/minus. Limits from the left/right hand side. Continuity. Curve sketching. Integrals. Integration. Simplify then integrate. u-substitution. Definite/indefinite integrals. Area in between curve. Initial value Ordinary differential equations. Differentiation. Derivatives. Derivative from ...

This document covers the most important trigonometric identities, making it an essential resource for students studying high school or college-level math. It includes: Defining Relations: Understand how tangent, cotangent, secant, and cosecant are expressed using sine and cosine. The Pythagorean Identity: A key formula in trigonometry for sines and cosines. Co-function Identities: Explains how trig functions relate to their complements. Periodicity of Functions: Learn the periodicity of si...

These comprehensive notes aid in developing understanding, as well as application of knowledge. These notes explain determining the equation of a circle with the centre at the origin, as well as different types of possible questions in this area. Furthermore, steps to determining the equation of a circle with the centre at any point is explained with example questions. Other fundamental concepts are also explained, such as intersecting circles, tangential circles, and how to prove circles are ta...

This document is a summary of key concepts and theorems in Euclidean geometry, focusing on: - Parallel Lines: Includes relationships involving corresponding, alternate, and co-interior angles. - Circles: Covers properties of centres, diameters, radii, angles in semicircles, and relationships between them. Also addresses chords, perpendicular bisectors, and the theorem regarding a tangent perpendicular to a radius. - Tangents: States that tangents from the same point are equal in length. - ...

ETH306W Inclusive Education B EXAM PREP SUMMARY STUDY NOTES 2022. 1. WHAT IS INCLUSIVE EDUCATION? - We accept ordinary learners as well as disabled learners, learners with behavioural problems and learners with learning difficulties. - All children, regardless of their differences should have the opportunity to learn with and from each other and that all need some form of support in learning - We attempt to change attitudes, behaviour, teaching methods curricula and environments to meet th...

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.