Math 125 Test 1 Study guide
Math 125 Test 1 Study guide MATH 125
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This page Study Guide was uploaded by Delaney Adams on Sunday January 24, 2016. The Study Guide belongs to MATH 125 at University of Alabama - Tuscaloosa taught by a professor in Fall 2015. Since its upload, it has received 29 views. For similar materials see Calculus I in Mathematics (M) at University of Alabama - Tuscaloosa.
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Date Created: 01/24/16
Math 125 Test 1 Study Guide 5 problems worth 15 points each Problems Sec 13 5 7 31 37 41 Sec 14 10 11 17 23 35 43ab 49 63 Problems from notes Prove lim x24x2 4 xgt2 Prove Iim x c ifc gt 0 Lim lx does not exist Show lim xx xgt0 does not exist xgt0 xgt0 Prove if fx K K R for all x then lim fx K Prove lim 2x8 2 xgt3 Prove if fx K K R for all of x then lim fx K Prove lim mxb mcb if m 0 XgtC Show Iim x2 0 Iim x2 xgt0 xgt0 Show lim sin 66 1 xgt6 Iim sin 66 set or 6 9gt039 as 6 gt 0 then or gt 0 lim sin 566 setoc 56 9gt0 as 6 gt 0 then or gt 0 lim sin x2x2 set 6 x2 xgt0 as X gt 2 then 6 gt 0 Theorems lim fx L and lim gx k xgtc xgtc l LimfxgxLK ll Lim fx gx L K lll Lim fx gx LK IV Lim fXgX UK lim K Kand imxc xgtc xgtc If m and n are positive integers Iim fXn L xgtc Given 8gt0 there exists some 5gt0 such that fx Llt8 when Oltxclt5 Squeeze theorem suppose fx 3 gx s hx on some open interval containing c except possibly at c itself If Iim fx L Iim hx then gx L XgtC XgtC
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