Series telescópicas - Aplicación de fracciones parciales
Date
2017-07-29Author
Gutiérrez-Montenegro, Marco
Validator
Vargas-López, JavierEditor
Barboza-Artavia, LuisGraphical designer
Ramírez-Brenes, IsauraMetadata
Show full item recordEducational Resource
Abstract
Explica el uso del método de fracciones parciales para determinar la convergencia de series telescópicas cuyo término general es un cociente de polinomios en el que el denominador se puede factorizar en potencias de polinomios de grado uno o de grado dos con discriminante negativo. It explains the use of the partial fractions method to determine the convergence of a mathematical telescopic series whose general term is a polynomic quotient of polynomial in which the denominator can be factor as potential of grade one polynomial or grade two with negative discriminator .
Resource type
VideoIntended users
Learner, Tutor, Subject matter expert, Teacher.Difficulty
MediumEducational level
Subject
Language
SpanishKeyword
Series, Álgebra lineal.Structure
HierarchicalThis structure corresponds to sets of objects with relations among them that can be represented as a tree.
Aggregation Level
2Level 2 is a collection of level 1 objects (multimedia or fragments). For example a lesson.
Status
FinalInteractivity Type
ExpositiveContext
Teacher, Face to face, Blended, Distance.Cognitive Process
Implement, Understand, Explain, Practise, Recall, Solve.Share
Metrics
Collections
- Álgebra [15]
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