Are there infinitely many elements in this set

\[\large S =\bigl\{ n \in \mathbb{N} \ : \ 2^{n} \mid (3^{n}-1) \bigr\}\]

Let \( \mathbb{N} \) denote the set of natural numbers and let \( S \) denote the set above.

If \(x \) denote the number of elements in \(S\) then what is the value of \(x \)?

×

Problem Loading...

Note Loading...

Set Loading...