exV – 1 Let g(x,y) (a, b) = (1,0). Show that lim g(x,y) does not exist. (x,V) - (a,b) %3D %3D x+y - 1

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.3: Lines
Problem 70E
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For the given function, the appropriate two paths to take are y=0 and y=x-1 but how do I solve for the limits algebraically? Please demonstrate how to solve for the limit values using the given two paths

• The limit values along the appropriate paths from above are
(input a number from below)
(1) o and 1 (2) O and
- 31 and e -1 (4) The answer is not given.
Transcribed Image Text:• The limit values along the appropriate paths from above are (input a number from below) (1) o and 1 (2) O and - 31 and e -1 (4) The answer is not given.
eXV – 1
X +y - 1
B Let g(x,y)
, (a, b) = (1,0). Show that
lim g(x,y) does not exist.
(x,V) - (a, b)
Transcribed Image Text:eXV – 1 X +y - 1 B Let g(x,y) , (a, b) = (1,0). Show that lim g(x,y) does not exist. (x,V) - (a, b)
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