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Calculus I Exam 3
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L(x) =
f(a) + f'(a)(x-a)
f(x) approximately
percent error =
100 ⋅
df or dy (change in value of f when x changes from a to a+dx) =
(volume question)
f'(a) ⋅ dx
lateral surface area of cone (excluding base) equation
antiderivative of x
^{p}
Generic Riemann sum formula
[5,10]
upper half of a circle centered at (a,b) with radius r
definition of definite integral:
Mistake**let
n
approach!!
if f is even...
f(-x) = f(x)
2 (integral from 0 to a) of f(x)dx
if f is odd...
f(-x)=-f(x)
area = 0
f must be continuous or have FINITELY many _______/_______ discontinuities (FTC P1)
jump\removable
if there is ________ _______ on [a,b], then in this class, integral from a to b of f(x)dx does not exist.
infinite discontinuity
Author
tulipyoursweety
ID
250660
Card Set
Calculus I Exam 3
Description
Calculus I Exam 3
Updated
2013-12-04T08:43:08Z
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