Derivatives and antiderivatives of trig
[DOC File]AP Calculus AB
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Aug 21, 2012 · Using the graphing calculator to discover the derivatives of sine, cosine and ex and the antiderivatives of ex and 1/x. Students are placed with a partner and use the calculator and each other to discover these derivatives and or antiderivatives. They must verbalize their findings.
[DOCX File]bjlayton.weebly.com
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Section 4 Derivatives Pt 1. Section 3.1 Tangents, Velocities and other Rates of change (the derivative) Section 3.2 Differentiation Rules. Section 3.3 Product and Quotient Rules. Section 3.6 Derivative of Trig Functions. Section 3.7 The Chain Rule. Section 3.10 Implicit Differentiation
[DOC File]116Deriv review95 - Saint Mary's College
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MATH 116-2006. Derivative & Antiderivative review . This review covers (most of) the first-semester material on limits, derivatives, and antiderivatives that we will call upon for second semester (doesn't include much on graphs, on log & exponential, exponential growth functions, or trig functions - which also will show up quite a bit).
[DOCX File]Oxford School District
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Derivatives of all trig functions and inverse trig functions (Appendix handout) Implicit differentiation. Derivatives of e and ln. Derivatives of polar. Derivatives of parametrics. Use critical points to find absolute and relative . extrema. and points of inflection. Justify max …
[DOC File]Indefinite Integrals Calculus
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1 Antiderivatives p.46-47. 2 Antiderivatives p.48 3 Antiderivatives p.49 4 Integration by Substitution p.50-51 5 Integration by Substitution p.52-53 6 Review for Quiz Worksheet (Passed out in Class) 7 QUIZ 1
[DOC File]Calculus Lecture CD Contents - UH
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3.5 Derivatives of Trig Functions. 3.6 Chain Rule. 3.7 Implicit Differentiation. 3.8 Derivatives of Inverse Trig Functions. 3.9 Derivatives of Exponential and Logarithmic Functions 4.1 Extreme Values of Functions. 4.2 Mean Value Theorem. 4.3 Using Derivatives for Curve Sketching. 4.4 Modeling and Optimization. 4.5 Linearization and Newton’s ...
[DOCX File]www.lcps.org
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Unit 2 – Derivatives . Basic rules of derivatives. Implicit differentiation. Rate of change (average and instantaneous) Inverse trig functions. Derivatives of log/ln and exponential functions. Mean Value Theorem. Equation of tangent line. Parametric, polar, vector derivatives. Unit 3 – Applications of Differentiation (Ch. 3) L’Hopitals
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