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Review of Lagrange Error Bound and Alternating Series Error for the BC Calculus Exam
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In this video we review everything you need to know about error for power, Taylor/Maclaurin, and alternating series on the AP Calculus BC exam. We go over a list of problems that have covered the topics of alternating series error bound and Lagrange error bound. Series error scares a lot of people but if you really dig into it it’s not that bad.
[0:41] List of years that feature these topics on the FRQs.
[1:21] What Lagrange error bound questions look like on the exam.
[2:38] What does alternating series error look like on the exam?
[5:00] A convenient absolute value expression for writing up our solutions and recognizing error.
[5:45] How to find alternating series error.
[6:25] How to justify your answers for alternating series error.
[9:00] How to find Lagrange error bound.
[10:14] Talking about how to find M, the maximum of the absolute value of the (n+1)st derivative.
[12:08] How to justify your answers for Lagrange error bound problems.
Link to the AP FRQs:
[0:41] List of years that feature these topics on the FRQs.
[1:21] What Lagrange error bound questions look like on the exam.
[2:38] What does alternating series error look like on the exam?
[5:00] A convenient absolute value expression for writing up our solutions and recognizing error.
[5:45] How to find alternating series error.
[6:25] How to justify your answers for alternating series error.
[9:00] How to find Lagrange error bound.
[10:14] Talking about how to find M, the maximum of the absolute value of the (n+1)st derivative.
[12:08] How to justify your answers for Lagrange error bound problems.
Link to the AP FRQs:
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