Show Complete solution For nos. 4 and 5, if the interval obtained from #3 is x₁ < x < x₂,To determine whether x = x₁ is part of the IOC, theA.B. Ratio testC. Alternating series testD. Comparison test5. The given power series isA. Convergent, convergentB. Convergent, divergentC. Divergent, convergentD. Divergent, divergentat x = x₁, and isis performed._at x = x₂. Part 3. Determine the interval of convergence for the series9x² 27x³ 81x4+79x + 51. The general term un for the series is3x"n+2(3x)nA. UnB. Un=C. Un =2n-1(3x)"D. Un = 2n+1n+23x²-12. To determine the interval of convergence,A. Integral testB. Ratio testC. Alternating series testD. Comparison testis performed.3. Which of the following is correct after performing the test in #2?A. -3

1. from the given data of the series we can obtain the answer as…

Part 3. Determine the interval of convergence for the series x + ⁹x² + ² 9x² 27x³ 81x4 9 A. Un = 1. The general term u,, for the series is 3x" 71+2 (3x)n B. Un= C. Un= 2n-1 (3x)" D. Un= 2n+1 71+2 3x²-1 7 + C. Alternating series test D. Comparison test 2. To determine the interval of convergence, A. Integral test B. Ratio test ·+· is performed. 3. Which of the following is correct after performing the test in #2? A. -3

Part 3. Determine the interval of convergence for the series x + ⁹x² + ² 9x² 27x³ 81x4 9 A. Un = 1. The general term u,, for the series is 3x" 71+2 (3x)n B. Un= C. Un= 2n-1 (3x)" D. Un= 2n+1 71+2 3x²-1 7 + C. Alternating series test D. Comparison test 2. To determine the interval of convergence, A. Integral test B. Ratio test ·+· is performed. 3. Which of the following is correct after performing the test in #2? A. -3

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.1: Infinite Sequences And Summation Notation

Problem 73E

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