Use the Limit Comparison Test to determine whether the series converges. 3√²+1 3 k=1 √k +7 8!!! Σ The Limit Comparison Test with 8 k=1 1 √√K³ +7 k shows that the series - 1 3√√²+1 k+1 √K³ +7 -1410 5

Q: n = 0

A:

Q: state whether the series converges or diverges

A:

Q: 11. Explain why all the terms of a divergent geometric seriesare nonzero.

A: Solution: We have given geometric series: First of all, we are going to understand the concept of a…

Q: Define what the absolute convergence of a series means.

A: We first absolute convergence of a series and then take one example on that.

Q: 1 Ln=2 /n-1

A: we are allow to solve one question at a time  thank you

Q: SOLVE STEP BY STEP IN DIGITAL FORMAT 3. Is the series n=1 2n convergent or divergent? Hint: quotient…

A: The given series is .

Q: 4 n-2

A: we have, 5-∑n=2∞4n25-4∑n=2∞1n2Splitting the series we get, 5-4∑n=1∞1n2+∑-n=111n25-4-1+∑n=1∞1n2 so,…

Q: For each series, determine whether it converges absolutely. converges conditionally, or diverges.…

A: Answer given below.