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Summary Math SL calculus notes

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Concise summary notes on math SL calculus from a student who got 7 on the final exam. I used a Haese Mathematics (third edition) book (chapters 14-19), plus some of the notes taken during class. I made this summary for myself, right before final exams, and I included everything that I thought was important/relevant to the finals. It is very example-based (tried to use all possible examples for each topic). COVERED TOPICS: limits, derivatives (1st, 2nd and higher), differentiation from 1st principle, tangents and normals, increasing/decreasing functions, kinematics, optimization, integrals. P.S. There is a small sheet at the end of the document, explaining how to read my notes, e.g. what ink color means what, etc.

Content preview

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Connected book
 image
James Foley, Michael Haese, Robert C. Haese, S. H Haese, Mark Humphries, Anna Rijken, Gregory Olesinski Mathematics for the International Student
Publisher: 2013 ISBN: 9781921972126 Edition: Unknown

Document information

Summarized whole book?
No
Which chapters are summarized?
Chapter 14 to 19
Uploaded on
September 11, 2020
Number of pages
20
Written in
2018/2019
Type
Summary
$6.99

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