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1996 Canadian Open Math Challenge
9
Logarithrms
Logarithrms
Source:
January 27, 2006
logarithms
Problem Statement
If
log
2
n
1994
=
log
n
(
486
2
)
\log_{2n} 1994 = \log_n \left(486 \sqrt{2}\right)
lo
g
2
n
1994
=
lo
g
n
(
486
2
)
, compute
n
6
n^6
n
6
.
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