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An Introduction to the Principles of Morals and Legislation
This is a summary of one of the texts written by Jeremy Bentham in year 1789. In this text, the author wishes to emphasize Utilitarianism and a brief Introduction to the Principles of Morals and Legislations.
£2.50 Preview Removebrief history of 10 computer inventor
brief history from date of birth to what was invented by them
£25.00 Preview RemoveLearning AutoCad Basics
All the Engineers and Architects to be have to learn Autocad to make your digital drafting easier and less time consuming...! AutoCad has been the easiest way to draft and a better option than Hand drafting..! These PDF notes will allow to learn all the commands and shortcuts and will become a handy tool for you while using AutoCad...!!
£3.75 Preview RemoveSave Yourself From Getting ill
My sorting level is not really high though. I'm 1st year beginner here. Actually,Save yourself from getting ill is For your health guys not for me. I'd really be happy if you buy.thanks
£2.50 Preview RemoveOxford University Math Professor takes German High School
Dr. Tom Crawford here at the University of Oxford. Today, I'm tackling the German high school math exam. This exam is known to be quite challenging, especially since the paper is in German and I don't speak the language. However, I'll be using Google Translate to help me navigate through the equations and figures. Let's see how well I can do!
£6.25 Preview Remove1000 Aptitude Questions
this will help the students who are preparing for government sector and for all.
£1.40 Preview RemoveLesson Plan 1 Touch Rugby
Very detailed lesson plan of a Touch Rugby lesson that a teacher could use to teach a class, age range between 8-18 years old. This document can be applied towards advancing and decreasing level task based on the skills of the individuals
£1.50 Preview RemoveUnderstanding Routing Tables
Lesson Content • The Routing Table • Routing Table Sources • Interpreting the entries in the routing table • Directly Connected Routes • Directly connected IPv6 Routes • Static Routes • Default Static Routes • Default Static IPv6 Routes • Routing Table Terms • Ultimate Route • Level 1 Route • Level 1 Parent Route • Level 2 Child Route • Route Lookup Process • IPv6 Routing Table Entries
£6.24 Preview RemoveMASTERS - promoting behaviour to learn
MASTERS FIRST CLASS piece of promoting behaviour to learn in the classroom. All references included
£6.25 Preview RemoveLesson Plan 3 AFL
Lesson Plan that a teacher could use to teach a class, age range between 8-18 years old, advancing and decreasing level task based on the skills on the individuals
£1.50 Preview RemoveTDA31-2.4 Explain how to adapt communication to meet different communication needs of adults.
level 3 teaching assistant for TDA31-2.4 Explain how to adapt communication to meet different communication needs of adults.
£2.50 Preview RemoveBASICS OF OPERATIONAL SYSTEM
in these notes i describe the very basic of operational system, in very clear and easy language. hope it'll help
£0.99 Preview RemoveSteps on how to do hyperlink, Macro and Mail merge
So the notes has the step by step process on how to create a hyperlink, Macro and Mail Merge in MS Word as well as it's definition. You can use this note too as your powerpoint to present in class.
£0.50 Preview RemoveBLOCKCHAIN DEVELOPMENT NOTES
This note will help learn the concept of blockchain easily and very quickly because the topic are explained and written in very simple way that help you understand the concept much faster.
£2.00 Preview RemoveChapter 1: Introduction to Algebra
Algebra is a branch of mathematics that deals with symbols and the rules for manipulating those symbols. These symbols, often represented by letters, stand for numbers or values and allow us to express relationships, patterns, and mathematical operations. The fundamental concept in algebra is to solve for unknowns, which means finding the value of a variable that satisfies an equation. In the introductory stages of algebra, students learn basic concepts such as: 1. Variables: Symbols (like x, y, or z) that represent unknown values. 2. Expressions: Combinations of variables, constants, and operations (addition, subtraction, multiplication, and division). 3. Equations: Mathematical statements that show equality between two expressions, often with an unknown variable to solve for. 4. Operations: Arithmetic actions like addition, subtraction, multiplication, and division applied to algebraic expressions. Introduction to Algebra lays the foundation for more advanced mathematical topics and real-world applications, where solving equations and understanding algebraic structures are essential skills. It also helps in developing logical thinking and problem-solving abilities, as algebraic principles are used to model and solve a wide range of practical problems.
£7.50 Preview Remove