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ap calculus

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Calculus [1]
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Functions and mappings [2]
Differential calculus [3]
rates [4]
derivative [5]
Mathematical analysis [6]
integral [7]
Differentiation rules [8]
Antiderivative [9]
Critical point [10]
Limit of a function [11]
Mean value theorem [12]
Newton's method [13]

Rahn ? 2008 AP Calculus ? Final Review Sheet When you see the words ?. This is what you think of doing 1. Find the zeros of a function. Set the function equal to zero and solve for x. 2. Find equation of the line tangent to f(x) at (a,f(a)). Find f ?(x),the derivative of f(x). Evaluate f ?(a). Use the point and the slope to write the equation: y= f ?(a)(x-a)+f(a) 3. Find equation of the line normal to f(x) at (a,f(a)). Find f ?(x),the derivative of f(x). Evaluate f ?(a). The slope of the normal line is 1 '( )f a ? . Use the point and the slope to write the equation: ( ) ( ) ( ) 1 y x a f a f ? a = ? + 4. Show that f(x) is even. Evaluate f at x = -a and x = a and show they are equal.

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[1] https://course-notes.org/subject/calculus [2] https://course-notes.org/taxonomy/term/1046515 [3] https://course-notes.org/taxonomy/term/1046049 [4] https://course-notes.org/tag_your_content/rates [5] https://course-notes.org/tag_your_content/derivative [6] https://course-notes.org/taxonomy/term/1046039 [7] https://course-notes.org/tag_your_content/integral [8] https://course-notes.org/taxonomy/term/1046050 [9] https://course-notes.org/taxonomy/term/1050790 [10] https://course-notes.org/taxonomy/term/1056465 [11] https://course-notes.org/taxonomy/term/1056466 [12] https://course-notes.org/taxonomy/term/1052952 [13] https://course-notes.org/taxonomy/term/1056467