a) 2.7718 (b) -0.3072 (c) 6.1580 dge (b) log, 3 ogarithmic func- ial form. 28. (a) log416 29. If f(x) = In (x), find f(e*). 30. If f(x) = log (x), find f(10*). 31. If f(x) = log (x), find f(10-7). 32. If f(x) = In (x), find f(Ve). 33. If f(x) = e*, find f(ln 3). 34. If f(x) = 10*, find f(log 2). adi bm e equation in In Problems 35 and 36, evaluate each logarithm using properties of logarithms and the following facts. logax = 3.1 loga y = 1.8 logaz = 2.7 35. (a) log, (xy) (b) loga = -1 Doda (c) log, (x*)lo Sy (d) log, Vỹbas (2 maldovl nl 47.9 36. (a) log, (yz) l (b) loga gol rbes stevlavs got () J arithmic (21.0) ol (d) (d) log, Vz у (c) log, (y) Write each expression in Problems 37-40 as the sum or difference of two logarithmic functions containing no exponents. garithmic 37. log 38. In [(x + 1)(4x + 5)] gosimn 40. logs x+ 1 39. log, (xVx + 4) Vx + 4 Use the properties of logarithms to write each expression in Problems 41-44 as

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ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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#35 please explain well
a) 2.7718
(b) -0.3072
(c) 6.1580
ogarithmic func-
ial form.
dg (b) log, 3
28. (a) log416
29. If f(x) = In (x), find f(e*).
30. If f(x) = log (x), find f(10*).
31. If f(x) = log (x), find f(10¬7).
32. If f(x) = ln (x), find f(Ve).
33. If f(x) = e*, find f(ln 3).
34. If f(x) = 10*, find f(log 2).
%3D
e equation in
In Problems 35 and 36, evaluate each logarithm using
properties of logarithms and the following facts.
logax = 3.1 loga y = 1.8 loga z = 2.7
3
35. (a) loga (xy)
(b) loga
(a)
= -1
sy (d) log, Vybas 12 maldo11nl
gol ribe staulavs
gol (o)
(c) log, (x*)
36. (a) loga (yz) L(b) loga
urithmic
(21.0)
(d) log, Vz
(c) log, (y)
Write each expression in Problems 37-40 as the sum or
difference of two logarithmic functions containing no
exponents.
garithmic
nollu
37. log
38. In [(x + 1)(4x + 5)]
x+ 1
39. log, (xVx + 4)
40. logs
Vx + 4,
Use the properties of logarithms to write each expression
in Problems 41-44 as a single logarithm
Transcribed Image Text:a) 2.7718 (b) -0.3072 (c) 6.1580 ogarithmic func- ial form. dg (b) log, 3 28. (a) log416 29. If f(x) = In (x), find f(e*). 30. If f(x) = log (x), find f(10*). 31. If f(x) = log (x), find f(10¬7). 32. If f(x) = ln (x), find f(Ve). 33. If f(x) = e*, find f(ln 3). 34. If f(x) = 10*, find f(log 2). %3D e equation in In Problems 35 and 36, evaluate each logarithm using properties of logarithms and the following facts. logax = 3.1 loga y = 1.8 loga z = 2.7 3 35. (a) loga (xy) (b) loga (a) = -1 sy (d) log, Vybas 12 maldo11nl gol ribe staulavs gol (o) (c) log, (x*) 36. (a) loga (yz) L(b) loga urithmic (21.0) (d) log, Vz (c) log, (y) Write each expression in Problems 37-40 as the sum or difference of two logarithmic functions containing no exponents. garithmic nollu 37. log 38. In [(x + 1)(4x + 5)] x+ 1 39. log, (xVx + 4) 40. logs Vx + 4, Use the properties of logarithms to write each expression in Problems 41-44 as a single logarithm
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