5. Assume f(x)= x. Evaluate %3D a. lim f(x). f. lim ((f(x))² – f(x)). g. lim ((f(x))³ + (f(x))² +2 · ƒ(x)). b. lim I+4 f(x) h. lim V3· (f(x))² + 4 · f(x). 1 c. lim 1+4 (f(x))²¯ (f(x))² – f(x) 5· f(x) d. lim -VF(r). i. lim e. lim V9. f(x). (f(r))² – 4ƒ(x) j. lim 4 (f(x))² + 4f(x)' I+4

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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h. lim
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5. Assume f(x) = x. Evaluate
a. lim f(r).
f. lim ((f(x))² – f(x)).
g. lim ((f(x))³ + (f(x))² +2 · ƒ (x)).
b. lim
1+4 f(x)
h. lim V3- (f(x))² + 4 · f(x).
c. lim
1+4 (f (x))2
(f(x))² – f(x)
5. f(x)
d. lim -Vf(x).
i. lim
(f(x))² – 4ƒ(x)
j. lim
14 (f(x))2 + 4f(x)
e. lim v9. f(x).
3E
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Transcribed Image Text:WPS Office basiccal.2016.pdf Q X BASIC C.LECTURE O 02A-AAE... Week 7 O . Sign in O Go Premium = Menu v Home Insert Comment Edit Page 110% 38/103 > Edit Text Edit Picture PDF to Office" PDF to Picture Read Mode Rotate 1-1 h. lim h(x) n. lim I→c f(x) + g(x) K 5. Assume f(x) = x. Evaluate a. lim f(r). f. lim ((f(x))² – f(x)). g. lim ((f(x))³ + (f(x))² +2 · ƒ (x)). b. lim 1+4 f(x) h. lim V3- (f(x))² + 4 · f(x). c. lim 1+4 (f (x))2 (f(x))² – f(x) 5. f(x) d. lim -Vf(x). i. lim (f(x))² – 4ƒ(x) j. lim 14 (f(x))2 + 4f(x) e. lim v9. f(x). 3E Microsoft Office Word 2007 YouTu. + 360 To.. Basic . e basicc. E Desktop E o E ) O R aill HENR... 6:11 AM
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