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Math095_Ch2.7 Further Applications of Linear Equations
Intermediate Algebra: Study of rational exponents and radicals; quadratic, absolute value, rational and radical equations; complex numbers; absolute value inequalities; operations with functions; introduction to exponential and logarithmic functions; graphs of the basic functions and their translations.
£2.00 Preview RemoveElementary Differential Equations
Notes based on Tenth Edition of Elementary Differential Equations and Boundary Value Problems by William E. Boyce and Richard C. DiPrima.Everything you're looking in differential equations in one note Laplace Transform,Fourier Series etc.
£6.25 Preview RemoveMethods for Describing Sets of Data
These notes differentiate different types of data sets and how to describe them in a business analysis. These are college level notes but they can also be used for high school classes and AP courses.
£3.75 Preview RemoveFluid Mechanics_Objective Questions
The question is based on basic concept of Fluid Mechanics
£0.80 Preview RemovePhysics sample paper for class 11
This doc contains 3 pages in which I am providing you the sample paper of the physics of 11th standard for your practise for examinations.
£0.50 Preview RemoveMathematics notes for Engineering
this notes consists of allmost all the chapters belonging to mathematics 1.for the first year students of engineering.the notes contain the following chapters. 1.Matrices. 2.Differential Calculus Methods. 3.Improper,Multiple Integration And Applications. 4.Differential Equations Applications. 5.Laplace Transforms. i hope this information will be helpful for you to download the notes..
£2.50 Preview RemoveSIMPLE INTEREST AND COMPOUND INTEREST
Its all about simple and compound interest.Simple interest is calculated only on the principal amount of a loan. Compound interest is calculated on the principal amount and also on the accumulated interest of previous periods, and can thus be regarded as “interest on interest.
£1.50 Preview RemoveGCSE Maths - probability from a vent diagram
Written tutorial with worked examples. Handwritten but scanned.
£1.00 Preview RemoveIntroduction to Variables and Expressions Introduction
Introduction to Variables and Expressions The topic of Introduction to Variables and Expressions is a foundational concept in algebra that introduces students to the idea of using symbols, typically letters, to represent unknown or variable quantities. It helps students understand how to express mathematical relationships in a more general way, moving beyond specific numbers to abstract thinking. A variable is a symbol, often a letter like x, y, or z, that stands for an unknown value or can represent any number within a certain context. Variables allow us to write formulas, equations, and relationships that are true for many different situations, not just one specific value. An expression is a combination of variables, numbers, and mathematical operations (such as addition, subtraction, multiplication, and division) that represents a value. For example, the expression 3x + 5 represents a value that depends on the value of x. The goal in learning about expressions is to understand how to manipulate and simplify them, and eventually solve for unknown variables in equations. In this introduction, students also learn the basic principles of working with expressions, such as: 1. Combining like terms (terms with the same variable). 2. Evaluating expressions by substituting values for the variables. 3. Understanding operations that can be performed on variables and constants. Mastering variables and expressions is a critical step toward solving more complex algebraic problems and forms the basis for understanding equations and more advanced algebra topics.
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