Logs to exponential form
exponential form to log form
facts about logs
solving logarithmic equations
properties of logs
100
log416=2
42=16
100
53=125
log5125=3
100
formula for logarithmic functions
100
logy32=5
y=2
100
2log5x+log53
log53x2
200
log39=2
32=9
200
162=256
log16256=2
200
the three different types of logs
common logarithms, binary logarithms, and natural logarithms,
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log3(X+1)=2
x=8
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log5+log6=log30
log5+log2=log10
300
log28=3
23=8
300
132=169
log13169=2
300
logs are the inverse function of
exponentiation
300
log2X=4
X=16
300
log20-log5=log4
log5-log2=log5/2
400
log6(36)=2
62=36
400
9-2=1/81
log91/81=-2
400
The year log were invented
1614
400
log5(3x-2)=2
x=9
400
3loga2+loga6-2loga4
loga3
500
log327+log28=6
33x23=216
500
53=125
log5125=3
500
what are logs
a quantity representing the power to which a fixed number (the base) must be raised to produce a given number
500
log5(2x+1)=3
X=62
500
1/2 log5X+2log5(x+1)
log5X1/2x(x+1)2