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UTC - MATH 1960 - Class Notes - Week 7

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UTC - MATH 1960 - Class Notes - Week 7

School: University of Tennessee - Chattanooga
Department: OTHER
Course: Calculus with Analytic Geometry II
Professor: Ossama Saleh
Term: Spring 2017
Tags: Calculus
Name: Chapter 7.7: Improper Integrals
Description: These notes cover what's going to be in our next exam.
Uploaded: 03/11/2018
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Join more than 18,000+ college students at University of Tennessee - Chattanooga who use StudySoup to get ahead
School: University of Tennessee - Chattanooga
Department: OTHER
Course: Calculus with Analytic Geometry II
Professor: Ossama Saleh
Term: Spring 2017
Tags: Calculus
Name: Chapter 7.7: Improper Integrals
Description: These notes cover what's going to be in our next exam.
Uploaded: 03/11/2018
7 Pages 14 Views 11 Unlocks
  • Better Grades Guarantee
  • 24/7 Homework help
  • Notes, Study Guides, Flashcards + More!

Unformatted text preview: Improper ntegrals - Der finde linfade -Itke Int exist, the tegol Caveres - TF natit dwerges - Ex - Find the_area of * Fox| = u.- in / Lan Now plater print Indik , Based on hory He limit essts: 700 arera aches the axes: L ink = 0 - Thus, the fait diverses - Ex: Elim - - F =1 , Thus, it converges ROK ar = tans tanx, = tan R -tan 1 = 1 lim (tan - = ConverseXLS' sts K700 approaches the This the limit liveges in lok' = 0 - Ex pia tim-1- 1 Thas, lt converges X Ex: a = tan x - lim (tan )- tanji = tan' - tani atang - - Couvertes -- max B. Ink > PC O > =: dax\* = dur - dal = In PARTR oom LaR = 00 , dwerges | K -P+I>o: Ling-ari A PA = 0 -> lives as -+14 0: (m Le Roo - P4 -341. PL Canverges >; SE verres Pe! - Other 73 - Irteerals: E: :5dines sa] E P IC i, converges] - Ex: xe ax -> Ixe** - 1 >xef-*ax * = -xe e xett e - (Re ) = l-e "R ) -> Lim RFI) indeterminate form, so se Ryans L'Uspitals But we need a qutilat first - lif-i = 1 R eN thus: Tse dk el, com asgje s Tmproper Integris Pact : PK- is est cars when >Obat one. ol limit5 SO > > lm N = TE - TR m(1K) 51 - TuS ZREA conueses R50+ R-

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