$\large B_n = n B_{n-1} + 1$

Let $B_n$ satisfy the recurrence relation above for $B=1,2,3,\ldots$ and $B_0 = 1$. What is $B_{10}$?

**Bonus**:

You can show me how do derive a closed form solution to this recursion sequence. It exists but I do not know how to derive it yet.

You can interpret this question intuitively and give a real world example of when such a sequence would occur/count.

×

Problem Loading...

Note Loading...

Set Loading...