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For each of the improper integrals below, if the comparison test applies, enter either A or B followed by one letter from C to K that best applies, and if the comparison test does not apply, enter only For example, one possible answer is BF, and another one is L. Hint: 0 1. 1. dr 0 9 + sin(x) dz 0.3 2. 1 dr 1² +2 3. dz Vz° + 2 * cos² (x) 4. dz 1² + 2 5. A. The integral is convergent B. The integral is divergent 1 dz. -2 C. by comparison to 1 dr. 2 D. by comparison to E. by comparison to cos (z) dr. F. by comparison to ez dr 00 -e G. by comparison to dz. 1 dr. H. by comparison to I. by comparison to dr. J. by comparison to dr. K. by comparison to dr. L. The comparison test does not apply.

For each of the improper integrals below, if the comparison test applies, enter either A or B followed by one letter from C to K that best applies, and if the comparison test does not apply, enter only For example, one possible answer is BF, and another one is L. Hint: 0 1. 1. dr 0 9 + sin(x) dz 0.3 2. 1 dr 1² +2 3. dz Vz° + 2 * cos² (x) 4. dz 1² + 2 5. A. The integral is convergent B. The integral is divergent 1 dz. -2 C. by comparison to 1 dr. 2 D. by comparison to E. by comparison to cos (z) dr. F. by comparison to ez dr 00 -e G. by comparison to dz. 1 dr. H. by comparison to I. by comparison to dr. J. by comparison to dr. K. by comparison to dr. L. The comparison test does not apply.

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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For each of the improper integrals below, if the comparison test applies, enter either A or B followed by one letter from C to K that best applies, and if the comparison test does not apply, enter only L. For example, one possible answer is BF, and another one is L. Hint: 0 < eI<1 for x > 1. 1. dx 00 9 + sin(r) dx Va – 0.3 2. 00 1 dx x² + 2 3. 00 4. dx Vr® +2 cos (x) dx x² + 2 5. A. The integral is convergent B. The integral is divergent C. by comparison to dx. 2 72 00 1 dx. x² + 2 i0∞ cos² (x) dr. D. by comparison to E. by comparison to F. by comparison to et dr -e G. by comparison to dr. 1 da H. by comparison to I. by comparison to dx 00 J. by comparison to 1 da K. by comparison to dx. L. The comparison test does not apply.
Transcribed Image Text:For each of the improper integrals below, if the comparison test applies, enter either A or B followed by one letter from C to K that best applies, and if the comparison test does not apply, enter only L. For example, one possible answer is BF, and another one is L. Hint: 0 < eI<1 for x > 1. 1. dx 00 9 + sin(r) dx Va – 0.3 2. 00 1 dx x² + 2 3. 00 4. dx Vr® +2 cos (x) dx x² + 2 5. A. The integral is convergent B. The integral is divergent C. by comparison to dx. 2 72 00 1 dx. x² + 2 i0∞ cos² (x) dr. D. by comparison to E. by comparison to F. by comparison to et dr -e G. by comparison to dr. 1 da H. by comparison to I. by comparison to dx 00 J. by comparison to 1 da K. by comparison to dx. L. The comparison test does not apply.
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