Description
โญโญ This AP Calculus lesson provides you with a customizable and fully-editable resource of guided student notes, practice set and daily lesson quiz that cover the topics for Antiderivatives and Indefinite Integration.โญโญ
โ Lesson 6.5 Antiderivatives and Indefinite Integrals is a two-day lesson with an emphasis on Mathematical Practice 4 Communication and Notation.
Skill 4.C: Use appropriate mathematical symbols and notation.
โ What is included in this resource?
โญ Guided Student Notes
โญ Video Lesson Link for Flipped Classroom models
โญ Google Slidesยฎ
โญ Fully-editable SMART Boardยฎ Slides (You MUST have SMART Notebook software to open.)
โญ Homework/Practice assignment
โญ Daily Lesson Quiz (1 set)
โญ Full solution sets
โญ Fully-editable PowerPoint Files (You MUST have PowerPoint to edit.)
โ Learning Objective:
โ Use anti-differentiation to find an indefinite integral.
โ Solve basic differential equations
โ College Boardยฎ Topics:
โญ Topic 6.8: Finding Antiderivatives and Indefinite Integrals: Basic Rules and Notation
โ College Boardยฎ Learning Objectives:
โญ FUN-6: Recognizing opportunities to apply knowledge of geometry and mathematical rules can simplify integration.
โญ FUN-6.C: Determine antiderivatives of functions and indefinite integrals, using knowledge of derivatives.
โญ FUN-6.C.1: โซf(x) dx is an indefinite integral of the function f and can be expressed as โซf(x) dx=F(x)+C, where F’ (x)=f(x) and C is any constant.
โญ FUN-6.C.2: Differentiation rules provide the foundation for finding antiderivatives.
โญ FUN-6.C.3: Many functions do not have closed-form antiderivatives.
APยฎ is a registered trademark of the College Boardยฎ which was not involved in the creation of, and does not endorse this product.
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