Evaluate the integrals in Exercises 23–32. -2п IT 1 – cos x dx 2 V1 – cos 2x dx 23. 24. VI - sin? i di | VI - cos² 0 do – c 25. 26. -п/6 sin? x V1 + sin x dx 27. dx 28. – cos x 7/3 Vĩ 1 – sin x V1 – sin x Hint: Multiply by -Зп/4 cos“ x Vi - sin 2x dx 29. dx 30. Jszls Vī – sin x T/2 • TT/2 cos? t)3/2 dt ovi – cos 20 do 32. 31.

Evaluate the integrals in Exercises 23–32. -2п IT 1 – cos x dx 2 V1 – cos 2x dx 23. 24. VI - sin? i di | VI - cos² 0 do – c 25. 26. -п/6 sin? x V1 + sin x dx 27. dx 28. – cos x 7/3 Vĩ 1 – sin x V1 – sin x Hint: Multiply by -Зп/4 cos“ x Vi - sin 2x dx 29. dx 30. Jszls Vī – sin x T/2 • TT/2 cos? t)3/2 dt ovi – cos 20 do 32. 31.

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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