Show that for each p > 1, nP n=1 р—1 Hint: In class we showed that if a sequence {an}, and a function f satisfy the conditions of the Integral Test, then for each positive integer n=1 п, Sn < aj + f(x) dx, where s, is the nth partial sum of the series -1 an .

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A: SOLUTION-

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A: The given sequence is: -1n+12n+-3n To find the first five-term of the sequence.

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Q: given the sequence of numbers write a recursive equation 8, -2, -12, -22, -32,... a1 = an= an-1 +

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