Percent Increase and Decrease Quiz
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Programs & methods
Derivatives of Exponential Functions Notes and Flash Cards
These notes cover finding derivatives of expressions involving exponential functions (using the chain rule). It also includes a set of flashcards for just that and another set that has an exponential expression on one side and both the derivative and integral on the other for students to quiz each other (the one answering just sees the function). This note sheet formatted to be a 1/2 sheet of paper. It is intended to hand out to the students so that they do not have to write everything down - n
9th - 12th, Higher Education
Calculus
Also included in: Calculus Part 3 Notes (Derivative and Antiderivative Methods)
Integrals Involving Exponential and Logarithmic Functions Notes and Flashcards
These notes cover finding antiderivatives/indefinite integrals of functions that result in exponential or logarithmic expressions (using u-Substitution). It also includes a set of flashcards that has an exponential expression on one side and both the derivative and integral on the other for students to quiz each other (the one answering just sees the function). This note sheet formatted to be a 1/2 sheet of paper. It is intended to hand out to the students so that they do not have to write ever
9th - 12th, Higher Education
Calculus
Also included in: Calculus Part 3 Notes (Derivative and Antiderivative Methods)
Chain Rule / u-Substitution for Derivatives Notes and Bookmark
These notes cover finding derivatives using the chain rule (u-Substitution for derivatives). There is also a "cheat sheet" that you can print 2 pages to 1, then copy front to back. It will make 4 bookmarks (for the interactive journal) for your students. I used cardstock and my students found it helpful to just pull that out when they needed it. There is another product in the Texmathlete store that includes the bookmark and 7 "formula quizzes" to give the students. Mine did not need to know 10
9th - 12th, Higher Education
Calculus
Also included in: Calculus Part 3 Notes (Derivative and Antiderivative Methods)
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