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In this lesson, we will learn how to use the integral test for series to determine whether a series containing nonnegative terms is convergent or divergent.
Q1:
Using the integral test, determine whether the series 12(2)+13(3)+14(4)+⋯lnlnln is convergent or divergent.
Q2:
Evaluate 1√2𝑥−1𝑥∞d, if possible.
Determine whether the series converges or diverges.
Q3:
Determine whether the series ∞𝑛𝑒 converges or diverges.
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