ESERCIZI AGGIUNTIVI SUI LIMITIE0… · 294 lim 295 lim senn x sen x n 1 — e2x sen x tg3x senx 2]...

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ESERCIZI AGGIUNTIVI SUI LIMITI

Transcript of ESERCIZI AGGIUNTIVI SUI LIMITIE0… · 294 lim 295 lim senn x sen x n 1 — e2x sen x tg3x senx 2]...

Page 1: 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

ESERCIZI AGGIUNTIVI SUI LIMITI

Page 2: 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
Page 3: 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
Page 4: 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
Page 5: 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
Page 6: 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
Page 7: 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

Sen 2 x + cos 2 x = 1 sen 2 x sen 2 x + cos 2 x cos 2 x = 1.

Sen 2 x + cos 2 x = 1 sen 2 x sen 2 x + cos 2 x cos 2 x = 1.

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

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

Límites y continuidad · Límites infinitos: asíntota vertical x 0 y x 5 lim x→0 3x2 x 2 x 5 x 1 lim x→0 3x2 x x 5 x 1 lim x→ 5 3x 2 x2 x 5 x 1 lim x→ 5 3x x2 x 5 x 1 Límites

Límites y continuidad · Límites infinitos: asíntota vertical x 0 y x 5 lim x→0 3x2 x 2 x 5 x 1 lim x→0 3x2 x x 5 x 1 lim x→ 5 3x 2 x2 x 5 x 1 lim x→ 5 3x x2 x 5 x 1 Límites

f3 - serieomoomi.com 1/f3.pdf · x x x x x xxlim ln x lim x I II x HOP xlnx flim lim x ...

f3 - serieomoomi.com 1/f3.pdf · x x x x x xxlim ln x lim x I II x HOP xlnx flim lim x ...

REPASO BLOQUE III PAU MATEMÁTICAS CURSO 14-15 · 2015-05-25 · lim 11m lim X 11m 11m 212 +4 lim sen x lim I — cos X x lim x x 2 lim I + X O 0-1 X 2+0 1-0 sen O I — cos O sen

REPASO BLOQUE III PAU MATEMÁTICAS CURSO 14-15 · 2015-05-25 · lim 11m lim X 11m 11m 212 +4 lim sen x lim I — cos X x lim x x 2 lim I + X O 0-1 X 2+0 1-0 sen O I — cos O sen

jemiliano.files.wordpress.com · Página 342 1. Calcula: a) ∫cos4 x sen x dx b) ∫2sen x cos x dx a) ∫cos 4x sen x dx = –∫cos x(–sen x) dx = – + k b)∫2 sen xcos x dx

jemiliano.files.wordpress.com · Página 342 1. Calcula: a) ∫cos4 x sen x dx b) ∫2sen x cos x dx a) ∫cos 4x sen x dx = –∫cos x(–sen x) dx = – + k b)∫2 sen xcos x dx

Sucessões - ltodi.est.ips.ptltodi.est.ips.pt/matapl/material/Acet_1_SucSeriesAnaMatos.pdf · lim ex 1 x 1; x lim ln x x 0. x 0 lim ln x 1 x 1; Ana Matos Matemática Aplicada 29/09/2017

Sucessões - ltodi.est.ips.ptltodi.est.ips.pt/matapl/material/Acet_1_SucSeriesAnaMatos.pdf · lim ex 1 x 1; x lim ln x x 0. x 0 lim ln x 1 x 1; Ana Matos Matemática Aplicada 29/09/2017

Document1...lim f(x) —Inx) Jim f lim f lim : lim n f (x) (3 lim lim c lim c I-INX-I (I —In x): F (I —Inx): x: Inx f : eddirasa.com

Document1...lim f(x) —Inx) Jim f lim f lim : lim n f (x) (3 lim lim c lim c I-INX-I (I —In x): F (I —Inx): x: Inx f : eddirasa.com

nenomatica · 2018. 9. 12. · lim lim lim lim u l) lim v) lim u) lim 3) tim lim x lim lim = lim = lim 2- cos 2x = lim 1 + = lim tim cosr:r 2 — cost) 2-1 o

nenomatica · 2018. 9. 12. · lim lim lim lim u l) lim v) lim u) lim 3) tim lim x lim lim = lim = lim 2- cos 2x = lim 1 + = lim tim cosr:r 2 — cost) 2-1 o

maths.sci.ku.ac.thmaths.sci.ku.ac.th/th/academics/course/01417111/2558/deriandapp.pdf · -1 2x —7x— 4 lim 14 xl lim Inx + 4x2 lim lim (x — 1) 1. lim 1 — cos(2x) log2 x 3.

maths.sci.ku.ac.thmaths.sci.ku.ac.th/th/academics/course/01417111/2558/deriandapp.pdf · -1 2x —7x— 4 lim 14 xl lim Inx + 4x2 lim lim (x — 1) 1. lim 1 — cos(2x) log2 x 3.

GIỚI HẠN CỦA HÀM SỐ Giáo viên: Nguyễn Tiến Đạt file2) Giới hạn của hàm số tại vô cực: Các giới hạn x lim f x , x lim f x , x lim f x L, x lim f

GIỚI HẠN CỦA HÀM SỐ Giáo viên: Nguyễn Tiến Đạt file2) Giới hạn của hàm số tại vô cực: Các giới hạn x lim f x , x lim f x , x lim f x L, x lim f

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

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

 · 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

 · 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

 · 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

 · 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

aiu.eduaiu.edu/.../upload/1-2222013-103950-903225805.docx  · Web viewRepresentación grafica del Teorema de la propiedad 7 . EJEMPLO: Demostrar que: lim x →+ ∞ Sen 3 x 2 +1

aiu.eduaiu.edu/.../upload/1-2222013-103950-903225805.docx  · Web viewRepresentación grafica del Teorema de la propiedad 7 . EJEMPLO: Demostrar que: lim x →+ ∞ Sen 3 x 2 +1

 · 2016. 11. 27. · lim x e2x ex 2 lim xln lim x lim x In x lim 3 lim e x 2 lim x In = lim x lim x In In e 3 lim 3 vG1nx lim e In 3ex + 3 lim x e2x lim (f (x) 2x) -3 X D 3ex + 3

 · 2016. 11. 27. · lim x e2x ex 2 lim xln lim x lim x In x lim 3 lim e x 2 lim x In = lim x lim x In In e 3 lim 3 vG1nx lim e In 3ex + 3 lim x e2x lim (f (x) 2x) -3 X D 3ex + 3

Damit sind die Grenzwerte lim f x lim f x lim f x lim f xfma2.math.uni-magdeburg.de/~mathww/wise2012/folien_07... · 2012. 12. 7. · l’Hospital lim x →∞ ln(x) x2 −1 ... einmal

Damit sind die Grenzwerte lim f x lim f x lim f x lim f xfma2.math.uni-magdeburg.de/~mathww/wise2012/folien_07... · 2012. 12. 7. · l’Hospital lim x →∞ ln(x) x2 −1 ... einmal

CHAPTER 2 Differentiation answers/ODD02.pdf54 Chapter 2 Differentiation 17. lim x 0 4x x 22 x x x lim x 0 4x 2 x 1 4x 1 lim x 0 2x2 4 x2 x 2 x 1 2 2 x lim x 0 2 x 2x x x 1 2 x2 1 x

CHAPTER 2 Differentiation answers/ODD02.pdf54 Chapter 2 Differentiation 17. lim x 0 4x x 22 x x x lim x 0 4x 2 x 1 4x 1 lim x 0 2x2 4 x2 x 2 x 1 2 2 x lim x 0 2 x 2x x x 1 2 x2 1 x

implicita.pdf · dx sen x d (sen Ix) dx (sen x) f '(x) — tg-lN/G+x (sen-lx) (sen I x) + tg 2(1 + x) As funções trigonométricas inversas que ocorrem com mais freqüência são

implicita.pdf · dx sen x d (sen Ix) dx (sen x) f '(x) — tg-lN/G+x (sen-lx) (sen I x) + tg 2(1 + x) As funções trigonométricas inversas que ocorrem com mais freqüência são

Web viewf x = lim n→∞ f n x = lim n→∞ nx 1+ n 2 x 2 = lim n→∞ x 1 n 2 + x 2 = x x 2 = x x =sgn x

Web viewf x = lim n→∞ f n x = lim n→∞ nx 1+ n 2 x 2 = lim n→∞ x 1 n 2 + x 2 = x x 2 = x x =sgn x