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This is part 2 of the calculus 2 final exam review series.  It covers topics such as convergence and divergence of series, maclaurin polynomials, taylor series, and power series.

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Calculus 2 Final Exam Review Part 2

This is part 2 of the calculus 2 final exam review series. It covers topics such as convergence and divergence of series, maclaurin polynomials, taylor series, and power series. Here is a list of topics: 1. How To Determine If The Sequence Is Convergent or Divergent Using Limits 2. Intro to Geometric Series 3. Nth Term Divergence Test 4. How To Tell If The Harmonic Series Diverges or Converges 5. P-Series 6. Integral Test 7. How To Find The Sum of a Telescoping Series Using Partial Fractions 8. Direct Comparison Test 9. Limit Comparison Test 10. Alternating Series Test 11. Absolute and Conditional Convergence 12. The Ratio Test 13. The Root Test 14. Taylor Polynomials

Comments

moi !

But he uses divergence test here, and if it's equal to zero, then that's inconclusive!

Joseph Rooney

no, since we use the Tower of Power. The "n" is increasing faster than "ln(n)" so, the series would be convergent.