In Exercises 23–26, sketch the region of integration and convert each polar integral or sum of integrals to a Cartesian integral or sum of integrals. Do not evaluate the integrals. r7/2 c1 23. r3 sin 0 cos 0 dr dð T/2 pcsc 0 24. r? cos 0 dr d0 T/6 J 1 7/4 2 sec 0 25. 15 sin? 0 dr d0 tan¬1 3 sec 0 T/2 4 csc 0 26. r' dr d0 + r' dr d0 1- tan

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
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Chapter6: Vector Spaces
Section6.6: The Matrix Of A Linear Transformation
Problem 30EQ
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In Exercises 23–26, sketch the region of integration and convert each
polar integral or sum of integrals to a Cartesian integral or sum of
integrals. Do not evaluate the integrals.
r7/2 c1
23.
r3 sin 0 cos 0 dr dð
T/2 pcsc 0
24.
r? cos 0 dr d0
T/6 J 1
7/4 2 sec 0
25.
15 sin? 0 dr d0
tan¬1 3 sec 0
T/2
4 csc 0
26.
r' dr d0 +
r' dr d0
1-
tan
Transcribed Image Text:In Exercises 23–26, sketch the region of integration and convert each polar integral or sum of integrals to a Cartesian integral or sum of integrals. Do not evaluate the integrals. r7/2 c1 23. r3 sin 0 cos 0 dr dð T/2 pcsc 0 24. r? cos 0 dr d0 T/6 J 1 7/4 2 sec 0 25. 15 sin? 0 dr d0 tan¬1 3 sec 0 T/2 4 csc 0 26. r' dr d0 + r' dr d0 1- tan
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