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We are trying to prove a certain limit. Once we have specified in terms of &, one of the steps in the proof is to show the following: If 0 < x-7| < 8, then |(2 − 5x) + 33| < ɛ. What limit are we trying to prove? Provide your answer below: lim x →

We are trying to prove a certain limit. Once we have specified in terms of &, one of the steps in the proof is to show the following: If 0 < x-7| < 8, then |(2 − 5x) + 33| < ɛ. What limit are we trying to prove? Provide your answer below: lim x →

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.1: Inverse Functions
Problem 56E
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We are trying to prove a certain limit. Once we have specified in terms of &, one of the steps in the proof is to show the following: If 0 < x-7| < 8, then |(2 − 5x) + 33| < ɛ. What limit are we trying to prove? Provide your answer below: lim 0 x →
Transcribed Image Text:We are trying to prove a certain limit. Once we have specified in terms of &, one of the steps in the proof is to show the following: If 0 < x-7| < 8, then |(2 − 5x) + 33| < ɛ. What limit are we trying to prove? Provide your answer below: lim 0 x →
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