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Page 1: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 2: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 3: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 4: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 5: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 6: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 7: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 8: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 9: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 10: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 11: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 12: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Page 13: Πανεπιστήμιο Πατρώνgrapsa/eap-pli12/OSS3/4_TG... · 2013. 1. 26. · 5.1.10 1. NCI 13pE90Óv (ctv óptœ. Ix2 —x —21 f(x) = x 2 —3x +2 i) lim f (x) ii) lim

Tok i grafik funkcije 3 - grf.bg.ac.rs€¦ · 4. Asimptote: lim x→+∞ f(x) = lim x→+∞ 1 +ln|x| x = lim x→+∞ 1 +lnx x ∞ ∞= lim x→+∞ 1/x 1 = 0. Dakle, funkcija ima

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1 cos(ax) a 2 lim x0 2 → x 22 x2 2 x 4x lim → x 4x 4 − =−∞ −+ ១៧/ 3 x8 lim( x 1) 3 → += ១៨/ 3 x2 lim(x 2x) 12 → + = ល ម ត ន ង ភ ពជ បន នអនមន

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Egyetemünk - Miskolci Egyetemmathk/hatarertek.pdf · lim -30 v) lim 4+— n 00 cos x — 1 lim e2x (A —S . lim n lim 7 sin x lim e . lim n lim 1 + — n 00 sin x lim e2x 00

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Limita funkce - matematika.cuni.czmatematika.cuni.cz/dl/analyza/06-lim/lekce06-lim-pmax.pdf · Limita funkce fv bodeˇ a2R se rovná A2R (znaceníˇ lim x!a f(x) = A, nebo f(x) !Apro

TMA4100Matematikk1 - NTNU · 2017. 9. 24. · 3.2.31–34 Evaluerfølgende grenseverdier: i) lim x!1 log x 2 ii) lim x!0+ log x 1 2 iii) lim x!1+ log x 2 iv) lim x!1 log x 2

rebeldejuris.tripod.comrebeldejuris.tripod.com/Doc/limite_3.pdf · 70 10 13 16 19 22 25 28 31 34 37 39 40 42 2 lim 0 lim lim x3 + 8 lim 16 lim 16x2/3 lim 4/3 x. —84 —x LIMITES

9alami.info · 1 ﻦﻳرﺎﻤﺗ ﺔﻟﻮﻠﺤﻣ ﻦﻳرﺎﻤﺗ 1ﻦﻳﺮﻤﺗ دﺪﺣ 2 0 0 3 lim ; lim ln ; lim x x x x xx x ee xx → + →+∞ xx→ − − ﻞﺤﻟا

ingdesistemasudoanaco.files.wordpress.com · 4.- Calcular los si uientes límites utilizando cual 1- uier método Lim 4.- Lim x 00 Lim R +33/4 4. Lim X +00 2x2 —3x —4 1 Lim 6

Limita funkcie lim lim 2 yy - ddp.fmph.uniba.skbohm/metody/P03.pdf · Limita funkcie 2 1 1 1 x yx x y x x 2 1 Čo rozumieme pod blížiť sa ? 12 11 lim lim 2 xx yy oo Obe funkcie

WordPress.com...L x a E 'l : limf(x) = L ( -00) x a 114>0 ( '1 lim f(x) _ +00 lim f (x) = mnjnmx +00 -00) lim f (x) = L lim f (x) = L '1 c€Ëcrn:wiËss +00 +00 IV>O x>lV lim f(x)

³ - GOOL Math A for Economics.pdf · 6 1.5 4 x x lim of §· ¨¸ ©¹ 1.1 4 x x lim o f §· ¨¸ ©¹ 1. 5x x lim of 1. 5x x lim o f. 3 2 x lim of x.12 x lnx x lim e of 2.11 2

Teachingbd · 09.09.2016 · lim 312 71 + + 2x2 + lim X 6 X — 3x2 lim @ 2e lim @ : I — f(x) cosx lim I < Sin x2e x S x2e lim sin7x — sinx sin6x tan x — sin x lim sine

· 2015-09-23 · +1, x.0 lim sin3x tan2x-----+2,.1 lim cos8 9 p 2 x x-1!!!!!"3# n.* lim 8 1-9n 4 n! "4# x.0 lim log013+ x1 2x!!!!"5#.* lim2x6log0 x+2log1- x7!"6# x.0 lim esin 32

3 xx · 3 lim ©ª¤ç (a - x gx x o f ô³ªèë ô èß Ýí çí lim lim ln 1 lim ln 1 ln limln 1 limln 1 0 x xx xxx xx x xxx gx x x e x x e e x xe e e e o f o f o f

Primena izvoda · 2020. 3. 21. · 240 10. PRIMENA IZVODA Zadaci Lopitalovo pravilo 1. Izra cunati grani cnu vrednost a) lim x!0 e x e ln(e x) + x 1: b) lim x!0 tgx x x sinx: c) lim

· lim ex : : — . x x : x : ex x : — lim lim ex = lim : lim ex = +00 : ne lim = +00 : : — — lim x lim — lim lim = lim e = lim x x ex x

· xo = ItL(x) lim . limx x : limx x lim = lim -IttX lim limx x : lim neN; Iu(x) . lim lim lim lim xnx In (x) : lim Inx .1 ltL(x) . xo = I . lim

APLIKASI TURUNAN · lim ( ) xc fx o rf f x b x o rf lim ( ) a x f x x o rf ( ) lim f x ax b x o rf lim ( ) x = a asimtot tegak a f o lim f ( x) x a f o lim f ( x) x a ... Mencari

AUTOMAATJUHTIMINE JA SÜSTEEMIANALÜÜSa-lab.ee/edu/system/files/eduard.petlenkov/courses/IAS... · 6) PIIRVÄÄRTUSTEOREEMID * x(t)¬¾L®X(s) lim()lim() 0 xtsXs t®s®¥ = lim()lim()

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Derivate di funzioni - Home - people.unica.it · se esiste il limite del rapporto delle derivate cioè esiste lim x!x0 f0(x) g0(x) allora lim x!x0 f(x) g(x) = lim x!x0 f0(x) g0(x):

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ESERCIZI AGGIUNTIVI SUI LIMITIE0… · 294 lim 295 lim senn x sen x n 1 — e2x sen x tg3x senx 2] lim 2 311 012 lim lim 1 — cos2 x tgx — COS X t 76 . 313 lim 314 lim 2.x2 + I

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