MATH 2110.002

Calculus III

Spring 2009

Dwiggins

Chapter 16 Practice Exercises

Section 16.1 Vector Fields

A – page 1032 # 1 – 14
B – pages 1032-3 # 15 – 18, # 29 – 32

C – page 1033 # 21 – 28
D – page 1033 # 33 – 36

Section 16.2 Line Integrals

A – page 1043 # 1 – 10
B – pages 1043-4 # 12 – 18

C – pages 1044-5 # 21 – 40
D – page 1045 # 41 – 48

Section 16.3 Fundamental Theorem of Line Integrals, Potential Functions

A – page 1053 # 1 – 11
B – page 1054 # 12 – 18

C – page 1054 # 19 – 28
D – page 1054 # 29 – 34

Section 16.4 Green’s Theorem

A – page 1060 # 1 – 6
B – pages 1060-1 # 7 – 14

C – page 1061 # 17 – 18, # 22 – 26
D – page 1061 # 15 – 16, # 19 – 20, # 27 – 29

Section 16.5 Curl and Divergence

A – page 1068 # 1 – 12
B – page 1068 # 13 – 20

C – page 1068 # 21 – 30
D – page 1069 # 31 – 39

Section 16.6 Parametric Surfaces — SKIP

Section 16.7 Surface Integrals

A – page 1091 # 1 – 5
B – page 1091 # 6 – 18

C – page 1091 # 19 – 30
D – page 1092 # 34 – 47

Section 16.8 Stokes’s Theorem

A – page 1097 # 1 – 2
B – page 1097 # 3 – 10

C – page 1097 # 11 – 15
D – page 1097 # 16 – 20

Section 16.9 The Divergence Theorem

A – page 1103 # 1 – 6
B – page 1103 # 7 – 13

C – page 1104 # 14 – 15, # 19 - 24
D – page 1104 # 25 – 32

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