Where $n$ is an integer and $1 < n < 100$, $$\log_2\left(\log_3 n\right)$$ the value of this expression equals a positive integer. Accordingly, what is the sum of the values that $n$ can take? A) 36 B) 45 C) 63 D) 72 E) 90
Where $n$ is an integer and $1 < n < 100$,
$$\log_2\left(\log_3 n\right)$$
the value of this expression equals a positive integer. Accordingly, what is the sum of the values that $n$ can take?\\
A) 36\\
B) 45\\
C) 63\\
D) 72\\
E) 90