Question: Problem 26 please PROBLEMS In problems 1 - 30 determine whether the given series Converge Absolutely, Converge Conditionally, or Diverge and give reasons for your

Problem 26 please

PROBLEMS In problems 1 - 30 determine whether the given series Converge Absolutely, Converge Conditionally, or Diverge and give reasons for your conclusions. 18 1. n +2 2. " (-1) +1 1 Vn 3. S ( -1) +1 5 n=1 n=1 n=1 4. S (-1)"2 5. S (-0.5) n 18 2 + In(n) 6. S ( -0.5) -n n=1 n=1 n=1 10.7 Absolute Convergence and the Ratio Test Contemporary Calculus 7. (- 1) n1 TIM 8 8. (-1)n+1_ iM 8 2 9. S (-1) n+1 In( n) 3+n n n= 1 10. TMS E (-1) +1 In(n ) n 11. S (-1)" 5 n + In(n) 12. S (-1) n+1 n=1 Vn + 7 n=1 13. (-1) "sin( n ) (recall that if 0 (-1) " Vn sin( -2 ) 16. cos( jin ) M n=1 n n=1 n=1 00 17. S (-1) n+1 In(n ) In( n ) 18. S(1)+10 +7 S(1)+10 +7 n + 10 19. n=2 n=1 n + 10 n=1 20. " (-1)+in +7 co sin ( n ) n=1 n* + 10 21. S(In+1 (1 +7)2 22. n=1 n + 10 IM n= 1 23. sin( jin ) TIM8 n 24. -n S (-n) 25. (1)n+1 1 + V3n n=1 n +2 n=1 26. 27. TIM8 (1)+1 (-3)0 28 [ (1) n+1 ( In( n) n= IM 8 In( n)

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