Final answer:
To find the limit of the given sequence as n approaches infinity, evaluate the sequence. For example, if the sequence is 1/n, as n approaches infinity, the value gets closer to 0. If the sequence is n^2, as n approaches infinity, the value becomes larger and larger.
Step-by-step explanation:
To find the limit of the given sequence as n approaches infinity, we need to evaluate it.
For example, let's consider the sequence an = 1/n. As n approaches infinity, the value of 1/n gets closer and closer to 0. Therefore, the limit of the sequence is 0.
Similarly, if we have a different sequence, say bn = n^2, as n approaches infinity, the value of n^2 becomes larger and larger. So, the limit of this sequence is infinity.