In this lesson, we will learn how to find the condition for which the 𝑝-series converges, and we will prove the divergence of the harmonic series using the integral test.
Students will be able to
Q1:
Determine whether the series βοο²ο§ο±οο4ln converges or diverges.
Hint: 4ο±οln is equal to 1πlnοͺ.
Q2:
Determine whether the series βοο²ο§οͺο1π converges or diverges.
Q3:
Determine whether the series βοο²ο§ο1πο‘ο€ converges or diverges.
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