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series > Vn+4 which we compare to the improper integral dx. Vx +4 se Integral dx = Σ F, DNE are also possible answers. ategral Test Apply? ents below is true regarding the use of the Integral Test: ? md /(x) = 2. In continuous, positive, and decreaning on the interval (2, 0), so the Integral Test may be used. Vx+4 nd /(x)%3D is such that the negative of / continuous, positive, and decreasing on (2, 00); thus the Integral V+4 he above two statements is true, so the Integral Test may not be used. rerge or Diverge?

series > Vn+4 which we compare to the improper integral dx. Vx +4 se Integral dx = Σ F, DNE are also possible answers. ategral Test Apply? ents below is true regarding the use of the Integral Test: ? md /(x) = 2. In continuous, positive, and decreaning on the interval (2, 0), so the Integral Test may be used. Vx+4 nd /(x)%3D is such that the negative of / continuous, positive, and decreasing on (2, 00); thus the Integral V+4 he above two statements is true, so the Integral Test may not be used. rerge or Diverge?

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Problem 2. 2. which we compare to the improper integral Consider the infinite series 2. dx. Vn +4 2 Part 1: Evaluate the Integral Evaluate = xp Vx +4 Remember: INF, -INF, DNE are also possible answers. - Part 2: Does the Integral Test Apply? Which of the statements below is true regarding the use of the Integral Test: ? (1). The integrand f(x) = Va +4 is continuous, positive, and decreasing on the interval (2, 0), so the Integral Test may be used. (2). The integrand /(x)%3= is such that the negative of f continuous, positive, and decreasing on [2, o0); thus the Integral Test may be used. Vx +4 (3). Neither of the above two statements is true, so the Integral Test may not be used. - Part 3: Series Converge or Diverge? The series> 2 VA +4
Transcribed Image Text:Problem 2. 2. which we compare to the improper integral Consider the infinite series 2. dx. Vn +4 2 Part 1: Evaluate the Integral Evaluate = xp Vx +4 Remember: INF, -INF, DNE are also possible answers. - Part 2: Does the Integral Test Apply? Which of the statements below is true regarding the use of the Integral Test: ? (1). The integrand f(x) = Va +4 is continuous, positive, and decreasing on the interval (2, 0), so the Integral Test may be used. (2). The integrand /(x)%3= is such that the negative of f continuous, positive, and decreasing on [2, o0); thus the Integral Test may be used. Vx +4 (3). Neither of the above two statements is true, so the Integral Test may not be used. - Part 3: Series Converge or Diverge? The series> 2 VA +4
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