In Exercises 27–40, use a substitution to change the integral into one you can find in the table. Then evaluate the integral. x³ + x + 1 - dx (x² + 1)2 x? + 6x -dx (x² + 3)² 27. 28. cos V dx sin-l Vx dx 29. 30. Vx VI dx V2 31. dx Vã 32. · / cot tVT - sin² t dt, t/1 0<:< m/2 33. dt 34. tan t/4 – sin² t

In Exercises 27–40, use a substitution to change the integral into one you can find in the table. Then evaluate the integral. x³ + x + 1 - dx (x² + 1)2 x? + 6x -dx (x² + 3)² 27. 28. cos V dx sin-l Vx dx 29. 30. Vx VI dx V2 31. dx Vã 32. · / cot tVT - sin² t dt, t/1 0<:< m/2 33. dt 34. tan t/4 – sin² t

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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