For the following function, factor the numerator and denominator into linear terms and find the limit as x goes to -1 and 2. g(x)=(x4+6x3+3x2-26x-24)/(x4-8x3+17x2+2x-24)
For the following function, factor the numerator and denominator into linear terms and find the limit as x goes to -1 and 2. g(x)=(x4+6x3+3x2-26x-24)/(x4-8x3+17x2+2x-24)
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 2T
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Question
For the following function, factor the numerator and denominator into linear terms and find the limit as x goes to -1 and 2.
g(x)=(x4+6x3+3x2-26x-24)/(x4-8x3+17x2+2x-24)
Expert Solution
Step 1
To find the limit of the given function at the prescribed values
Step 2
The method consists in factoring the numerator and the denominators , clear the common factors and then substitute the values -1 and 2 in the resulting expression
Step 3
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