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List of Series and Tests • Geometric series, • Telescoping series, • Divergence test. • Integral...
The convergent, divergent tests or techniques that are discussed in chapter 11 1. Geometric Series 2. P-Series 3. Harmonic Series 4. Telescopic series 5. Divergence Test 6. Integral Test 7. Comparison Test 8. Limit Comparison Test 9. Alternating series test 10. Ratio Test 11. Root test which method and why? 8. Ση (-1)* Inn (n=1
series rest I want to know exact test name thank you Write several complete simple sentences about how each series is convergent or divergent, including which test is applied! nth-Term Test for Divergence, Geometric Series Test, p-Series Test, Integral Test, Absolute Convergence, Alternating-Series Tes Ratio Test, Root Test, Direct Comparison Test, & Limit Comparison Test 4. 9(-1)*(1+4)
Write several complete simple sentences about how each series is convergent or divergent, including which testis applied! nth-Term Test for Divergence, Geometric Series Test, p-Series Test, Integral Test, Absolute Convergence, Alternating-Series Test, Ratio Test, Root Test, Direct Comparison Test, & Limit Comparison Test. Show each step clearly. 1 3. Σ=100 n
1. Write down the first few terms of a sequence. How to determine if a sequence is convergent or divergent? 2. Write down the first few terms of a series. Partol sus 3. Tests to determine if a series is convergent or divergent. Divergent Test, Geometric Series Test, Telescopic Series Test, Integral Test, p-series Test, Comparison Test, Limit Comparison Test, Ratio Test, Root Test, Alternating Series Test 4. How to determine whether a series is geometric and whether it is...
Use the Divergence Test to determine whether the following series diverges or state that the test is inconclusive. n=1 Select the correct answer below and fill in the answer box to complete your choice. k-+00 O A. According to the Divergence Test, the series converges because lima ko (Simplify your answer.) OB. According to the Divergence Test, the series diverges because lim aka (Simplify your answer.) OC. The Divergence Test is inconclusive because lima. (Sirrplify your answer.) OD. The Divergence...
Infinite Series (a) Determine the convergence or divergence of the following series by applying one of the given test. Half credit will be given to those the correctly apply another test instead. (3)" =" (Limit Comparison Test or Root Test) n=1 (b) Identify which two series are the same and then use the Ratio Test and/or Alternating Series Test to determine if the series is convergent or divergent A. (-1)" (n-1)2n-1 B. (-1)"+1 n2 1
sd. Detamine the convergence or divergence of an aternating series tt Detemne me convergence or divergence of sees-.1 the-compl or direct comparisom test. (You must jusitity your answer to get a credit 12. Determine the convergence or divergence or inconclusive of the series:Using the rasio test tYou must justity your answer to get a credit) We were unable to transcribe this image10. Determine the convergence or divergence of an alternating ser (You must justithy os (-1) your answer to get...
Determine which of the following tests could be used for Convergence or divergence of 2 Do 3 6n' -ntio Vant- a) Ratio test b) limit Comparsion test d) Root test C) Integral test
PLEASE DETERMINE IF CONVERGES OR DIVERGES & JUSTIFY WITH WHICH TEST • Nth Term Test • Geometric Series Test • P-Series Test • Direct Comparison Test • Ratio Test • Alternating Series Test • Integral Test • Telescoping Test An=1 10"
5. (15 pts) Sinn a.) Apply the Divergence Test to this series. State your conclusion b.) Apply the Integral test. You should state the three conditions needed for c) but you may skip if possible, otherwise, say "no sum. 6. (20 pts) _ ( +1) a.) Determine converge diverge using one of the comparison tests. Justify every step b.) Find the correct partial fraction decomposition for a = Solve for the unknown constants in that partial fraction decomposition. C.) Rewrite...