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Ecuaciones II

Revisaremos ecuaciones algebraicas de mayor complejidad trabajando sobre algunos ejemplos numéricos y resolveremos la incógnita de forma sencilla en unos pocos minutos.Ecuaciones II es un contenido di ...

Ecuaciones I

Las ecuaciones algebraicas pueden ser aplicadas a muchos conceptos de nuestra vida cotidiana. Analizaremos la propiedad de la igualdad la cual nos permitirá comprender cómo despejar una incógnita y en ...

Números enteros

Aprenderemos los conceptos relacionados a los números enteros y reconoceremos donde ubicar cada uno de los elementos de este conjunto numérico así como a realizar sumas, restas, multiplicaciones y div ...

Introduction to Polynomials

"Before adding and subtracting polynomials or multiplying polynomials, it is important to have an introduction to polynomials with a definition of a polynomial and polynomial vocabulary. Importan ...

Solving Linear Inequalities

"If we want to solve for or describe a region in a coordinate plane, we can use linear inequalities. Linear inequalities give us a set of solutions as opposed to just one solution. Solving linear ineq ...

Rules of Exponents

"Since we often see exponents throughout all math courses, it is important to understand the rules of exponents. We need to understand how to distribute, add, multiply and divide exponents in order to ...

DeMoivre's Theorem

"We know how to multiply complex numbers, but raising complex numbers to a high integer power would involve a lot of computation. Fortunately we have DeMoivre's Theorem, which gives us a more simple s ...

Polynomial Vocabulary

"Before adding and subtracting polynomials or multiplying polynomials, it is important to know the definition of a polynomial and polynomial vocabulary. Important polynomial definitions include terms ...

Multiplying Polynomials

"There are different methods for multiplying polynomials. One method is to use an area model, but another way to multiply polynomials without having to draw diagrams, is to multiply polynomials using ...

Multiplying Complicated Polynomials

"When multiplying polynomials, sometimes we come across complicated polynomials that we can use substitution and multiplication to solve. When we have a trinomial where a binomial follows the (a-b)(a+ ...

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