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13. Integrate: S(sec³ 0 tan 0 - sec 0 tan³ 0)d0 A. In sec 0 + C В. In sin @ + С C. sec 0 + C D. sin 0 + C dß 14. The integral J: çis evaluated as 1-cos B А. — cot B — cscВ +С B. cot ß + csc ß + C С. cot B + C D. — csc B +С

13. Integrate: S(sec³ 0 tan 0 - sec 0 tan³ 0)d0 A. In sec 0 + C В. In sin @ + С C. sec 0 + C D. sin 0 + C dß 14. The integral J: çis evaluated as 1-cos B А. — cot B — cscВ +С B. cot ß + csc ß + C С. cot B + C D. — csc B +С

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.6: The Matrix Of A Linear Transformation
Problem 29EQ
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13. Integrate: S(sec³ 0 tan 0 – sec 0 tan³ 0)d0 B. In sin 0 + C А. In sec ® + С dß 1-cos B' С. sec 0 + C D. sin 0 + C 14. The integral S; is evaluated as A. - cot ß – cscß + C B. cot ß + csc ß + C С. cot B + C D. – csc ß + C
Transcribed Image Text:13. Integrate: S(sec³ 0 tan 0 – sec 0 tan³ 0)d0 B. In sin 0 + C А. In sec ® + С dß 1-cos B' С. sec 0 + C D. sin 0 + C 14. The integral S; is evaluated as A. - cot ß – cscß + C B. cot ß + csc ß + C С. cot B + C D. – csc ß + C
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