Difference between revisions of "1984 AIME Problems/Problem 5"

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== Problem ==
 
== Problem ==
Determine the value of <math>ab</math> if <math>\log_8a+\log_4b^2=5</math> and <math>\log_8b+\log_4a^2=7</math>.
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Determine the value of <math>\displaystyle ab</math> if <math>\displaystyle \log_8a+\log_4b^2=5</math> and <math>\displaystyle\log_8b+\log_4a^2=7</math>.
  
 
== Solution ==
 
== Solution ==

Revision as of 23:42, 20 January 2007

Problem

Determine the value of $\displaystyle ab$ if $\displaystyle \log_8a+\log_4b^2=5$ and $\displaystyle\log_8b+\log_4a^2=7$.

Solution

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See also