Problemas

Express exponential equation in logarithmic form 1.) x^3=125 Log form: square 2.) 2^5=w Log form: square 3.) 4^-k=(1)/(64) Log form: square 4.) u^(1)/(3)=2 Log form: square 5.) 10^3=s Log form: square 6.) 4^h=256 Log form: square 7.) v^-3=(1)/(8) Log form: square 8.) 3^3=m Log form: square : 2 :3 : 5 :27 :32 : 1000 : log_(u)2=(1)/(3) : log_(v)(1)/(8)=-3 : log_(z)125=3 1: log_(2)w=5 log_(3)m=3 : log_(4)(1)/(64)=-k log_(4)256=h log_(10)s=3
Solución
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1.) $x^{3}=125$ Log form: $log_{x}125=3$<br />2.) $2^{5}=w$ Log form: $log_{2}w=5$<br />3.) $4^{-k}=\frac {1}{64}$ Log form: $log_{4}\frac {1}{64}=-k$<br />4.) $u^{\frac {1}{3}}=2$ Log form: $log_{u}2=\frac {1}{3}$<br />5.) $10^{3}=s$ Log form: $log_{10}s=3$<br />6.) $4^{h}=256$ Log form: $log_{4}256=h$<br />7.) $v^{-3}=\frac {1}{8}$ Log form: $log_{v}\frac {1}{8}=-3$<br />8.) $3^{3}=m$ Log form: $log_{3}m=3$
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