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II. SOLVING LOGARITHMIC INEQUALITIES othulo The direction of the inequality is based on whether the base b is greater than 1 or lesser than 1. So, given the logarithm expression logx: (37 +If 0 log, x2. + If b > 1, then x, < x2 if and only if log, x1 < log, x2. 10

II. SOLVING LOGARITHMIC INEQUALITIES othulo The direction of the inequality is based on whether the base b is greater than 1 or lesser than 1. So, given the logarithm expression logx: (37 +If 0 log, x2. + If b > 1, then x, < x2 if and only if log, x1 < log, x2. 10

College Algebra
College Algebra
10th Edition
ISBN:9781337282291
Author:Ron Larson
Publisher:Ron Larson
Chapter2: Functions And Their Graphs
Section2.3: Analyzing Graphs Of Functions
Problem 4ECP
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II. SOLVING LOGARITHMIC INEQUALITIES mothuloe The direction of the inequality is based on whether the base b is greater than 1 or lesser than 1. So, given the logarithm expression logb x: + If 0 <b< 1, then x, <x2 if and only if log, X1 > log, x2. + If b > 1, then x, < x2 if and only if log, x1 < log, xz· 10
Transcribed Image Text:II. SOLVING LOGARITHMIC INEQUALITIES mothuloe The direction of the inequality is based on whether the base b is greater than 1 or lesser than 1. So, given the logarithm expression logb x: + If 0 <b< 1, then x, <x2 if and only if log, X1 > log, x2. + If b > 1, then x, < x2 if and only if log, x1 < log, xz· 10
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