a. Consider g(2) = – 7æ² + 7a² + 6. Complete the following statements. Preview 1. lim g(x) = ii. lim g(x) = Preview iii. lim g(x) Preview %3D iv. g(0) = Preview

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.5: Rational Functions
Problem 44E
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ii. lim g(x) =
Preview
x→0+
iii. lim g(x)
Preview
iv. g(0)
Preview
V.
lim g(x) =C
Preview
x→-1
vi. lim g(x) =
Preview
x→-1+
vii. lim g(x)
Preview
x→-1
viii. 9( – 1) =
Preview
ix. lim g(x)
Preview
x→00
Х.
lim g(x) :
Preview
x→-00
Transcribed Image Text:ii. lim g(x) = Preview x→0+ iii. lim g(x) Preview iv. g(0) Preview V. lim g(x) =C Preview x→-1 vi. lim g(x) = Preview x→-1+ vii. lim g(x) Preview x→-1 viii. 9( – 1) = Preview ix. lim g(x) Preview x→00 Х. lim g(x) : Preview x→-00
a. Consider g(x)
7x3
7æ² + 7a² + 6. Complete the following statements.
i. lim g(x) :
Preview
x→0
11. lim g(x)
Preview
x→0+
iii. lim g(x)
Preview
iv. 9(0)
Preview
Transcribed Image Text:a. Consider g(x) 7x3 7æ² + 7a² + 6. Complete the following statements. i. lim g(x) : Preview x→0 11. lim g(x) Preview x→0+ iii. lim g(x) Preview iv. 9(0) Preview
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