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11. The derivative of cos 3x² is: a. -6x sin 3x² cos 3x² b. - sin 3x² c. -6x cos 3x² d. -6x sin 3x² 12. The integral of e-6* is: a. e-6x b. -6e-6x C. -e-6x d. =-e-6x 13. If lim an = 0 for the series S = a₁ + a₂ ++an +, then the series will always 11400

11. The derivative of cos 3x² is: a. -6x sin 3x² cos 3x² b. - sin 3x² c. -6x cos 3x² d. -6x sin 3x² 12. The integral of e-6* is: a. e-6x b. -6e-6x C. -e-6x d. =-e-6x 13. If lim an = 0 for the series S = a₁ + a₂ ++an +, then the series will always 11400

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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Please answer questions 11-13 (see attached document)

11. The derivative of cos 3x² is: a. -6x sin 3x² cos 3x² b. - sin 3x² c. -6x cos 3x² d. -6x sin 3x² 12. The integral of e-6* is: a. e-6x b. -6e-6x c. -e-6x d. --e-6x 13. If lim a, 0 for the series S = a₁ + a₂ + ... +an + ..., 11-00 converge. a. True b. False then the series will always
Transcribed Image Text:11. The derivative of cos 3x² is: a. -6x sin 3x² cos 3x² b. - sin 3x² c. -6x cos 3x² d. -6x sin 3x² 12. The integral of e-6* is: a. e-6x b. -6e-6x c. -e-6x d. --e-6x 13. If lim a, 0 for the series S = a₁ + a₂ + ... +an + ..., 11-00 converge. a. True b. False then the series will always
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