Description
⭐⭐ This AP Calculus AB-BC 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 Area Between Two Curves.⭐⭐
✅ Lesson 8.4 Area Between Two Curves is a two-day lesson with an emphasis on Mathematical Practice 4 Communication and Notation.
qSkill 4.C: Use appropriate mathematical symbols and notation.
✅ What is included in this resource?
⭐ Guided Student Notes
⭐ Video Lesson Link for Distance Learning - Flipped Classroom models
⭐ Google Slides®
⭐ Fully-editable SMART Board® Slides (You MUST have SMART Notebook software to open.)
⭐ Homework/Practice assignment
⭐ Daily Lesson Quiz (1 set)
⭐ Full solution sets
⭐ Fully-editable PowerPoint Files (You MUST have PowerPoint to edit.)
✅Learning Objective:
★ Use integration to find the area of a region bounded by two curves.
✅ College Board® Topics:
⭐ Topic 8.4: Finding the Area Between Curves Expressed as Functions of x
⭐ Topic 8.5: Finding the Area Between Curves Expressed as Functions of y
⭐ Topic 8.6: Finding the Area Between Curves That Intersect at More Than Two Points
✅ College Board® Learning Objectives:
⭐ CHA-5: Definite integrals allow us to solve problems involving the accumulation of change in area or volume over an interval.
⭐ CHA-5.A: Calculate areas in the plane using the definite integral.
⭐ CHA-5.A.1: Areas of regions in the plane can be calculated with definite integrals.
⭐ CHA-5.A.2: Areas of regions in the plane can be calculated using functions of either x or y.
⭐ CHA-5.A.3: Areas of certain regions in the plane may be calculated using a sum of two or more definite integrals or by evaluating a definite integral of the absolute value of the difference of two functions.
AP® is a registered trademark of the College Board® which was not involved in the creation of, and does not endorse this product.
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I value your feedback. Please rate this product. If you have any issues or questions about this product, please feel free to ask a question in my store or write to me at jean@flamingomath.com
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Flamingo Math with Jean Adams
Licensing Terms: The purchase of this product is a license for one teacher only, to be used in your personal classroom. The license is not transferable. No portion of the resource is to be shared with colleagues, used by an entire department, school, or district without purchasing the proper number of licenses.
Copyright Terms: © Flamingo Math with Jean Adams. Copying any part of this product and posting the resource on the internet in any form, including classroom/personal websites, social media, or network drives is not permitted.
Thanks for shopping in my store!
Jean Adams
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Description
⭐⭐ This AP Calculus AB-BC 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 Area Between Two Curves.⭐⭐
✅ Lesson 8.4 Area Between Two Curves is a two-day lesson with an emphasis on Mathematical Practice 4 Communication and Notation.
qSkill 4.C: Use appropriate mathematical symbols and notation.
✅ What is included in this resource?
⭐ Guided Student Notes
⭐ Video Lesson Link for Distance Learning - Flipped Classroom models
⭐ Google Slides®
⭐ Fully-editable SMART Board® Slides (You MUST have SMART Notebook software to open.)
⭐ Homework/Practice assignment
⭐ Daily Lesson Quiz (1 set)
⭐ Full solution sets
⭐ Fully-editable PowerPoint Files (You MUST have PowerPoint to edit.)
✅Learning Objective:
★ Use integration to find the area of a region bounded by two curves.
✅ College Board® Topics:
⭐ Topic 8.4: Finding the Area Between Curves Expressed as Functions of x
⭐ Topic 8.5: Finding the Area Between Curves Expressed as Functions of y
⭐ Topic 8.6: Finding the Area Between Curves That Intersect at More Than Two Points
✅ College Board® Learning Objectives:
⭐ CHA-5: Definite integrals allow us to solve problems involving the accumulation of change in area or volume over an interval.
⭐ CHA-5.A: Calculate areas in the plane using the definite integral.
⭐ CHA-5.A.1: Areas of regions in the plane can be calculated with definite integrals.
⭐ CHA-5.A.2: Areas of regions in the plane can be calculated using functions of either x or y.
⭐ CHA-5.A.3: Areas of certain regions in the plane may be calculated using a sum of two or more definite integrals or by evaluating a definite integral of the absolute value of the difference of two functions.
AP® is a registered trademark of the College Board® which was not involved in the creation of, and does not endorse this product.
*****************************************************************************************************
⭐For updates about sales and new products, please follow my store: My TpTStore
You can also
⭐Subscribe to my ⭐Follow me on Instagram
⭐Check out my Facebook page
⭐Follow me on Pinterest
I value your feedback. Please rate this product. If you have any issues or questions about this product, please feel free to ask a question in my store or write to me at jean@flamingomath.com
******************************************************************
Flamingo Math with Jean Adams
Licensing Terms: The purchase of this product is a license for one teacher only, to be used in your personal classroom. The license is not transferable. No portion of the resource is to be shared with colleagues, used by an entire department, school, or district without purchasing the proper number of licenses.
Copyright Terms: © Flamingo Math with Jean Adams. Copying any part of this product and posting the resource on the internet in any form, including classroom/personal websites, social media, or network drives is not permitted.
Thanks for shopping in my store!
Jean Adams













