2. lim (5 = -3 -: x-14

Algebra for College Students
10th Edition
ISBN:9781285195780
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter11: Systems Of Equations
Section11.CT: Test
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i attached the screen shot of hw please answer question no 2 and explain how did you solve

Los Rios Hub
а CHEM300 Le
3 eServices sess
G cup of coffeeh x
M 77 F to C (77F X
O Los Rios Hub
A M2: Class Wor
b Similar Questi
G Google Accou
+
A Irccd.instructure.com/courses/152774/assignments/3422389
A Guest
Sec 2.5 Epsilon Delta Proofs.docx
I Download
A Alternative formats
O Info
× Close
ZOOM
+
Precise Definition of a Limit aka Epsilon-Delta Proofs (Sec. 2.5)
Definition
Let f(x) be defined for all x + a over an open interval containing a. Let L be a real number. Then
lim f(x) = L
if, for every e > 0, there exists a ô > 0, such that if 0 < x – al < 8, then [f(x) – L|< e.
Prove the following statements using the ɛ, & definition of a limit.
1. lim (4x – 7) = 5
x-3
2 m (s-)--
4
=-3
2. lim
1 9:52
Transcribed Image Text:Los Rios Hub а CHEM300 Le 3 eServices sess G cup of coffeeh x M 77 F to C (77F X O Los Rios Hub A M2: Class Wor b Similar Questi G Google Accou + A Irccd.instructure.com/courses/152774/assignments/3422389 A Guest Sec 2.5 Epsilon Delta Proofs.docx I Download A Alternative formats O Info × Close ZOOM + Precise Definition of a Limit aka Epsilon-Delta Proofs (Sec. 2.5) Definition Let f(x) be defined for all x + a over an open interval containing a. Let L be a real number. Then lim f(x) = L if, for every e > 0, there exists a ô > 0, such that if 0 < x – al < 8, then [f(x) – L|< e. Prove the following statements using the ɛ, & definition of a limit. 1. lim (4x – 7) = 5 x-3 2 m (s-)-- 4 =-3 2. lim 1 9:52
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2)

     Given:

           limx145-47x=-3

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