ху? — 1 lim ху + 1 49. 50. lim (х, у) —-(1,1) у — (x, y)→(1, –1) x² – y? | x In y хе 1 51. lim (x. y)(0,1) x2 + (In y)² 52. lim (x, y)(1,0) xe" – 1 + y tan y – y tan x y - x у+ sinx 53. lim (x. y)-(0,0) X + sin y lim 54. (x, y)-(1,1)
ху? — 1 lim ху + 1 49. 50. lim (х, у) —-(1,1) у — (x, y)→(1, –1) x² – y? | x In y хе 1 51. lim (x. y)(0,1) x2 + (In y)² 52. lim (x, y)(1,0) xe" – 1 + y tan y – y tan x y - x у+ sinx 53. lim (x. y)-(0,0) X + sin y lim 54. (x, y)-(1,1)
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Question
In Exercises 49–54, show that the limits do not exist.
![ху? — 1
lim
ху + 1
49.
50.
lim
(х, у) —-(1,1) у —
(x, y)→(1, –1) x² – y?
|
x In y
хе
1
51.
lim
(x. y)(0,1) x2 + (In y)²
52.
lim
(x, y)(1,0) xe" – 1 + y
tan y – y tan x
y - x
у+ sinx
53.
lim
(x. y)-(0,0) X + sin y
lim
54.
(x, y)-(1,1)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F7d49290f-a6f2-4599-bc3d-7bcbbad7a908%2F5de5742b-0568-497d-a32e-afbb9694cc12%2Fb3vrws.png&w=3840&q=75)
Transcribed Image Text:ху? — 1
lim
ху + 1
49.
50.
lim
(х, у) —-(1,1) у —
(x, y)→(1, –1) x² – y?
|
x In y
хе
1
51.
lim
(x. y)(0,1) x2 + (In y)²
52.
lim
(x, y)(1,0) xe" – 1 + y
tan y – y tan x
y - x
у+ sinx
53.
lim
(x. y)-(0,0) X + sin y
lim
54.
(x, y)-(1,1)
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