MAT 107 Properties of Logarithms

log_b(b^k)=

k
b^log_bx=

x
log_b1=

0
log_b b=

1
M=N then...

log_bM = log_bN
log_b(MN) =

log_bM + log_bN
log_b(M/N) =

log_bM - log_bN
log_b(M^k) =

k log_bM
log_bx =

(log x)/(log b)
graph y = log₃x by entering

Y1 = log(x)/log(3)

Author

xSLYx

ID

49870

Card Set

MAT 107 Properties of Logarithms

Description

9 Properties of Logarithms

Updated

2010-11-16T06:06:27Z

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