log31 = logo(1- 4x) log(3x- 2) <2 %3D - In(1- 2x) +1 = g(x) ov ar uny= log,,3+ 5 %3D log x + log(x- 3)%3D 1 log 32 > 5 log, y +5< 20 xcfni (2)a f(x) = log-x 12 log(x + 1) + 7 log416 = 2 lag,2x s lag, 3x + 1 log x - 5 = 10 25 > log2 4 log x = r(x) %3D h(x) = logs 3+x
log31 = logo(1- 4x) log(3x- 2) <2 %3D - In(1- 2x) +1 = g(x) ov ar uny= log,,3+ 5 %3D log x + log(x- 3)%3D 1 log 32 > 5 log, y +5< 20 xcfni (2)a f(x) = log-x 12 log(x + 1) + 7 log416 = 2 lag,2x s lag, 3x + 1 log x - 5 = 10 25 > log2 4 log x = r(x) %3D h(x) = logs 3+x
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.5: Properties Of Logarithms
Problem 3E
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Direction: Group the given by writing them under their
corresponding columns: logarithmic functions, equations or
inequalities. (use another sheet of paper) then answer it please!!!
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