![]() The kth partial sum for a series Σ a n is the sum of the first k terms of the series: The precise definition for convergence of a series has to do with its partial sums. Here, we would say the series diverges (but not to ∞ nor -∞). As you add term after term, the value of the sum keeps jumping around or oscillating among multiple values. In that case, we say that the series diverges to negative infinity (-∞)
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