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El valor de resolver, logaa + logbb =\log_aa\ +\ \log_bb\ =logaa + logbb = es:
2
0
1
3
El valor de log2(2×64)=\log_2\left(2\times64\right)=log2(2×64)= es:
6
7
El valor de la expresión: log393=\log_39^3=log393= es:
5
Al resolver log3(9⋅27)=\log_3\left(9\cdot27\right)=log3(9⋅27)= se obtiene:
El valor de la expresión log44+log39=\log_44+\log_39=log44+log39= es:
4
logxxlogxx=\frac{\log_xx}{\log_xx}=logxxlogxx=
El valor de: log2(132)=\log_2\left(\frac{1}{32}\right)=log2(321)= es:
-5
log3(81(243))=\log_3\left(\frac{81}{\left(243\right)}\right)=log3((243)81)=
-1
log2(6416)=\log_2\left(\frac{64}{16}\right)=log2(1664)=
-2
Al resolver la expresión log6(36216)=\log_6^{ }\left(\frac{36}{216}\right)=log6(21636)= se obtiene:
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