An arithmetic sequence has the recursive formula an = an-1 + d. If the common difference between the terms of the sequence is -11, what term follows the term that has the value 11?

Nov 2, 2015

$0$
${a}_{n}$ is the term that follows ${a}_{n - 1}$
If ${a}_{n - 1} = 11$ and the common difference $d = \left(- 11\right)$
Then ${a}_{n} = 11 + \left(- 11\right) = 0$