Use the Comparison Test to determine if the following series converges or diverges. 1 Σ n=1 2 2n + 13 Choose the correct answer below. OA. The series is divergent because OB. The series is convergent because O D. O c. The series is convergent because The series is divergent because n 1 1 n 2 < 1 2 2n + 13 < 1 2 2n + 13 1 2 2n + 13 1 < < 2 2n + 13 1 8 · for all n and Σ 3 n=1 n ∞ for all n and Σ 1 8 · for all n and Σ 2 n 2 n n=1 1 1 -|♡c n is divergent. 3 -~c n=1 n 2 is convergent. is convergent. for all n and the harmonic series is divergent.

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