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Maths SQP
There are some questions which will help you to increase your strength and to practice mathematics
£2.50 Preview RemoveLesson Plan 3 Badminton
Very detailed lesson plan of a Badminton 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 RemoveCranberries: A Boon
Health and medicinal benefits of cranberry fruit including various topics like history, plant profile, chemistry, Nutritional report, medicinal and cosmetic uses, mechanisms and its effects.
£3.75 Preview RemoveImpacts of AIDS
The socio-economic impact of HIV/AIDS is beginning to have an effect on the value system of the family, as traditional norms and customs are breaking down under the pressures of the epidemic. 3rd year course
£2.50 Preview RemoveCold War Detailed Notes
Extremely detailed notes using all the details of the Ben Walsh textbook. Covers all the topics for the Cold War that are possible in the exam and is broken down into the different sections for easy navigation.
£5.00 Preview RemoveESL University Reading Comprehension
ESL University Reading Comprehension Exercises
£1.50 Preview RemovePrecalculus Review: Key Concepts
A Precalculus Review covers essential mathematical concepts that prepare students for the study of calculus. These concepts build a foundation for understanding limits, derivatives, and integrals in calculus. Here are the key topics typically included in a precalculus review: 1. Functions: A function is a relationship between two variables where each input (usually ) corresponds to exactly one output (usually ). Understanding types of functions such as linear, quadratic, polynomial, rational, exponential, and logarithmic functions is fundamental. Key concepts include domain, range, and function operations (addition, subtraction, multiplication, division, and composition). 2. Graphing Functions: Being able to graph different types of functions is crucial. This includes analyzing key features of graphs like intercepts, slopes, asymptotes, and behavior at infinity. Transformation of functions (shifting, stretching, compressing, and reflecting) is also an important skill. 3. Trigonometry: Precalculus includes studying the basic trigonometric functions (sine, cosine, tangent, and their reciprocals), as well as the unit circle, right triangle definitions, and periodicity. Understanding the graphs of trigonometric functions, identities (like Pythagorean identities), and solving trigonometric equations are key skills. 4. Exponential and Logarithmic Functions: Exponentiation and logarithms are critical to understanding growth and decay models, as well as solving equations involving powers and logarithms. Key concepts include the laws of exponents, the change of base formula for logarithms, and solving exponential and logarithmic equations. 5. Polynomials and Rational Functions: Precalculus covers how to work with polynomials, including factoring, solving polynomial equations, and finding roots using the Rational Root Theorem and synthetic division. Rational functions are analyzed for their domains, asymptotes, and graphing behavior. 6. Sequences and Series: This involves understanding arithmetic and geometric sequences, as well as series and their summations. Concepts like the nth term of a sequence and the sum of a series, including infinite series, are also part of precalculus. 7. Limits: While limits are a core calculus concept, precalculus introduces the idea of approaching values and understanding how functions behave near certain points. Basic limit laws and their application to functions are explored. 8. Conic Sections: This includes the study of the geometric shapes formed by the intersection of a plane and a cone—circles, ellipses, parabolas, and hyperbolas. Students learn their equations, graphing, and applications. 9. Systems of Equations and Inequalities: Students learn methods for solving linear and nonlinear systems, such as substitution, elimination, and graphical methods. Additionally, solving and graphing inequalities is a key skill. 10. Complex Numbers: Precalculus introduces complex numbers (in the form , where is the imaginary unit), operations with complex numbers, and their geometric representation in the complex plane. Precalculus acts as a bridge between algebra, trigonometry, and calculus, and mastering these key concepts ensures a smoother transition to higher-level mathematical topics like calculus.
£62.50 Preview RemoveConstitutional Law Made Easy: A Comprehensive Guide for LLB Students
Looking for a complete and easy-to-understand guide to Constitutional Law for your LLB course? Look no further! "Constitutional Law Made Easy" covers all the essential topics, from the fundamentals of constitutionalism to the latest developments in human rights law. Written in a clear and accessible style, this ebook provides a step-by-step approach to mastering the subject. With this ebook, you'll learn: The basics of constitutional law, including the structure of government, separation of powers, and federalism The principles of constitutional interpretation, including the role of the judiciary and the application of constitutional norms The most important constitutional provisions, including the Bill of Rights, the Fourteenth Amendment, and the Commerce Clause The latest developments in constitutional law, including recent Supreme Court decisions on voting rights, affirmative action, and LGBTQ rights Whether you're a first-year law student or an experienced attorney, "Constitutional Law Made Easy" is the perfect resource for mastering this complex and fascinating subject. So why wait? Get your copy today and start learning!
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