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Suppose, you have two real numbers $x$ and $y$ such that, $x+y=log_2(log_2{3})$. Determine $p^q$, where the smallest value of $2^x+3^y$ is $log_p{q}$.
Number Theory
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Suppose, you have two real numbers $x$ and $y$ such that, $x+y=log_2(log_2{3})$. Determine $p^q$, where the smallest value of $2^x+3^y$ is $log_p{q}$.
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