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Zarys
Calculus - Historical Perspectives
Integral Calculus
Objectives
Prior Knowledge
Technology Knowledge
TPACK Contents
Pedagogical Knowledge
Methods of Integration
Formative Assessments
Summative Assessments
Skills Gained
Resources/References
Calculus - Historical Perspectives
Autor:
Selma Bayton
Temat:
Rachunek różniczkowy
History of Calculus
Spis treści
Integral Calculus
Introduction
Objectives
Learning Objectives
Prior Knowledge
Prior Content Knowledge
Prior Knowledge
Slope: Quick Review
Derivatives: Practice
Technology Knowledge
Technology Knowledge
TPACK Contents
TPACK Contexts and Components - Integral Calculus
Pedagogical Knowledge
Our Pedagogical Framework
Methods of Integration
Which Method of Integration to Used?
Integration by Substitution
Integration Using Trigonometric Identities
Integration by Partial Fractions
Integration by Parts
Integration by Some Particular Function
Formative Assessments
Integration Formative Assessment
Integration by Substitution
Integration by Parts
Integration by Partial Fractions
Summative Assessments
Definition of Summative Assessment
Integrals and Methods of Integration Test
Skills Gained
Skills Learned After Lesson
Resources/References
Encyclopedia of Mathematics
References
Następny
Introduction
Nowe zasoby
Function Art 3D - Flower
繪畫垂直線
Squaring a Rectangle (PST Version)
Slope Illustrator (2)
Segment Addition Postulate (Mild Questions)
Odkryj zasoby
Translation B
שטח של משולש כתלות בגובה עבור משולש עם צלעות קבועות
Transformations with an Absolute Value Function
Untitled
Triple Cylinder Screw
Odkryj tematy
Punkty specjalne
Deltoid
Liczby naturalne
Algebra
Rachunek różniczkowy
