This is the third lesson that I teach on integration and follows on from the second lesson beginning to look at using integration to solve area questions. This lesson looks at area problems and more complex examples that are the type of questions that get asked in exams. 17 slides + a great practise worksheet with answers.
The lesson includes:
+ Starter - a quick question on integrating with bounds to focus students on integrating skills again
+ Learning Objectives - differentiated by outcome
+ Key Notation - explanation and detail given as this is often an area of confusion
+ Teaching slides showing the process and some of the problems that come with area problems. How to find the bounds and issues when questions do not involve an area bound by the x-axis. It comes with several excellent examples and teaching slides.
+ AFL questions and activities for students to check understanding
+ An excellent worksheet with ANSWERS.
+ Plenary - a quick review and feedback on learning during the lesson before going further into more areas of integration.
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