MAT 107 Properties of Logarithms
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log
_{b}
(b
^{k}
)=
k
b
^{logbx}
=
x
log
_{b}
1=
0
log
_{b}
b=
1
M=N then...
log
_{b}
M = log
_{b}
N
log
_{b}
(MN) =
log
_{b}
M + log
_{b}
N
log
_{b}
(M/N) =
log
_{b}
M - log
_{b}
N
log
_{b}
(M
^{k}
) =
k log
_{b}
M
log
_{b}
x =
(log x)/(log b)
graph y = log
_{3}
x by entering
Y1 = log(x)/log(3)
Card Set Information
Author:
xSLYx
ID:
49870
Filename:
MAT 107 Properties of Logarithms
Updated:
2010-11-16 06:06:27
Tags:
math logarithms
Folders:
Description:
9 Properties of Logarithms
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