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logaa=\log_aa=logaa=
2
0
1
logaam=\log_aa^m=logaam=
m
a
log381=\log_381^{ }=log381=
3
9
4
6log616+1=6^{\log_616+1}=6log616+1=
16
96
თუ a და b დადებითი რიცხვებია მაშინ log2(ab)=\log_2\left(ab\right)=log2(ab)=
log2a+log2b\log_2a+\log_2blog2a+log2b
log2a⋅log2b\log_2a\cdot\log_2blog2a⋅log2b
log2a−log2b\log_2a-\log_2blog2a−log2b
log2x=\log_2x=log2x=
lnxlna\frac{\ln x}{\ln a}lnalnx
lnalnx\frac{\ln a}{\ln x}lnxlna
ln 1e2=\ln\ \ \frac{1}{e^2}=ln e21=
e
-2
2ln(x+4)=
ln2(x+4)
ln(x+4)2
ln(x+6)
logb6=\log_b6=logb6=
lg6lgb\frac{\lg6}{\lg b}lgblg6
lgblg6\frac{\lg b}{\lg6}lg6lgb
lg6−lgb\lg6-\lg blg6−lgb
alogx 1a=a\log_x\ \frac{1}{a}=alogx a1=
−alogxa-a\log_xa−alogxa
alogxaa\log_xaalogxa
logxa\log_xalogxa
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