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Exercise 36 will show how a partial sum can be used to obtain upper and lower bounds on the sum of a series when the hypotheses of the integral test are satisfied. This result will be needed in Exercises 37-40.
We showed in Section 9.3 that the harmonic series
(a) Use inequality (2) to show that for
(b) Use the inequalities in part (a) to find upper and lower bounds on the sum of the first million terms in the series.
(c) Show that the sum of the first billion terms in the series is less than 22.
(d) Find a value of
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Chapter 9 Solutions
EBK CALCULUS EARLY TRANSCENDENTALS
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