New: calculusAll contenthive-129948hive-196917krhive-150122hive-166405hive-180932hive-185836steemzzanhive-144064hive-188619hive-183959hive-101145hive-183397uncommonlabhive-139150photographycryptidhunterhive-103599hive-145157photohive-109690bitcoinhive-180301hive-150943TrendingNewHotLikerswalterprofe (62)in hive-109160 • 27 days agoEngineering Math Deep Dive 1.2.1 – Cracking an Initial-Value Problem from Zill“Pure mathematics is, in its way, the poetry of logical ideas.” — Albert Einstein 🌌 Hello, Steemit friends! 👋 Welcome to the first entry in a fresh series dedicated to hands-on solutions…walterprofe (62)in hive-141434 • 2 months ago📘 2.1 Límite: Un Enfoque Informal – Zill | Ejercicio 18 Resuelto Paso a Paso¿Te cuesta entender los límites en cálculo? En este video resolvemos el Ejercicio 18 del capítulo 2.1 del libro de Zill: Un Enfoque Moderno de forma clara y paso a paso. Ideal para estudiantes de…walterprofe (62)in hive-141434 • 2 months ago📘 Cálculo Diferencial | Límite: un enfoque informal – Zill, Ejercicio 16 (Sección 2.1)En este video resolvemos paso a paso el Ejercicio 16 de la Sección 2.1 del libro “Cálculo” de Dennis Zill, enfocado en el concepto de límite desde un enfoque informal. Explicamos detalladamente cómo…walterprofe (62)in hive-141434 • 2 months ago2.1 Límite - Enfoque Informal | Zill Cálculo | Ejercicio 14 Resuelto Paso a Paso🧠 ¿Te cuesta entender el concepto de límite en cálculo? En este video resolvemos paso a paso el Ejercicio 14 de la sección 2.1 del libro de Zill: "Límite – Un Enfoque Informal", ideal para…walterprofe (62)in hive-141434 • 2 months ago📘 Cálculo Diferencial | Tema 2.1: Límite - Un enfoque informal | Zill Ejercicio 13 Resuelto Paso a PasoEn este video te explico cómo resolver el Ejercicio 13 de la sección 2.1 del libro de Cálculo de Dennis G. Zill, una herramienta fundamental para comprender el concepto de límite desde un enfoque…walterprofe (62)in hive-141434 • 2 months ago📘 Cálculo Diferencial | Tema 2.1: Límite - Un enfoque informal | Zill Ejercicio 12 Resuelto Paso a PasoEn este video resolvemos el Ejercicio 12 del tema 2.1 "Límite: un enfoque informal" del libro de Dennis Zill, una referencia clásica en cursos de cálculo diferencial. Explicamos paso a paso cómo…walterprofe (62)in hive-141434 • 2 months ago📚 2.1 Límite un enfoque informal | Zill - Solución Ejercicio 11 📚En este video resolvemos paso a paso el Ejercicio 11 del tema "2.1 Límite: un enfoque informal" del libro Cálculo - Zill. Exploramos el concepto de límite de manera sencilla e intuitiva, ideal para…carlos84 (72)in hive-109160 • 3 months agoGraphical, numerical and analytical analysis of the limit of a functionIn exercise 63 of section I.3 of Larson's Calculus with Analytic Geometry Volume I on page 68 on the topic of limits and their properties, use a software or program to graph the function and…carlos84 (72)in hive-109160 • 3 months agoClassifications and combinations of functionsImage source The modern notion we have today of what a function is is due to the efforts of many mathematicians of the 17th and 18th centuries. One example is Leonhard Euler, to whom we owe the…carlos84 (72)in hive-109160 • 3 months agoDomain and path of a functionThe domain of a function can be written either explicitly or implicitly through the equation used to define the function. The implicit domain is the set of all real numbers for which the equation is…carlos84 (72)in hive-109160 • 3 months agoInterpretation of slope as ratios and rates or rates of changeThe slope of a line can be interpreted either as a ratio or proportion, or as a rate, rhythm or speed of change. Considering that if the axes x and y have the same unit of measurement…carlos84 (72)in hive-109160 • 3 months agoFunctions and function notationThe concept of function is the fundamental basis in infinitesimal calculus, that is why I want to explain the concept of function, function notations and other concepts such as domain and range of a…carlos84 (72)in hive-109160 • 3 months agoSymmetries of the gratification of a real functionKnowing the symmetry of a graph has a very important utility, since it helps us at the time of graphing, the explanation that this has is that by knowing the symmetry we do not need to know so many…carlos84 (72)in hive-109160 • 3 months agoPreparation for calculus (Chapter P.I). Exercise 7: Elaborate the graph of the equation by plotting points.Hello friends and followers of STEM content, this time I want to address a topic that is preparation for calculus, as is the graph of an equation by plotting points. To do this we are going to…carlos84 (72)in hive-109160 • 4 months agoCan any criterion be applied to calculate the convergence or divergence of an infinite series?A series is a succession, for this case are series that tend to infinity, so it is very conducive to know if these series converge or diverge. For it we are going to apply a criterion called…carlos84 (72)in hive-109160 • 4 months agoImproper integrals with infinite limits of integration: Continuous intervalsWe call an improper integral a definite integral whose limits of integration are open intervals that go from minus infinity to infinity. Definition of improper integrals with infinite limits of…carlos84 (72)in hive-109160 • 4 months agoIndeterminate forms and the L'Hôpital ruleIn mathematics there are arithmetic expressions that are incoherent and that do not produce any logical result, these forms of expression are considered as indeterminate forms, an example of…carlos84 (72)in hive-109160 • 4 months agoMethods of integration: Simple or partial fractionsThis method aims to solve an integral in which the integrand is a rational function to decompose the fraction into simple or partial fractions, after we can decompose the radicand into simpler…carlos84 (72)in hive-109160 • 4 months agoMethod of integration: Trigonometric substitutionThe trigonometric substitution method for solving an integral is a method in which we can solve integrals containing radicals of the form: The objective to be achieved with the application of…carlos84 (72)in hive-109160 • 4 months agoIntegration techniques: Integral by parts (verify the result with derivative)The integration by parts is a very important integration technique within the integration techniques, the importance of this technique lies in the fact that it can be applied to a great variety of…
