# PROOFS

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="" d="" df="" bx="" e="" cint_a="" b="" d="" bf="" b1="" c="" a="" f="" bh="" bf="" cfrac="" d="" cto="" 7bh="" 5clim_="" 3d="" 20="" x="" />="" cto="" bh="" clim_="" d="" x="" />="" x="" alt="Image Upload" >
2. FTC II
3. product rule
4. quotient rule
5. chain rule
6. ex
7. ln |x|
8. power rule for all real numbers
9. power rule for whole numbers (positive integers)
10. Rolle's Theorem
• if:  f(x) = k  (equals a constant),
• then: f'(x) = 0 everywhere

• if: f(x) is not a constant, f(x) > f(a) or f(x) < f(a)
• then: by EVT (that f(x) has abs max/min if cont. over a closed interv), f(x) has an extremum #c in (a,b)
11. MVT
 Author: jojobean0203 ID: 221397 Card Set: PROOFS Updated: 2013-05-28 00:52:19 Tags: calc Folders: Description: proofs Show Answers: