Use a calculator and the method of your choice to approximate the area of the following regions. Present your calculations in a table, showing approximations using n = 16, 32, and 64 subintervals. Comment on whether your approximations appear to approach a limit. The region bounded by the graph of f (x) = |cos 2x| and the x-axis on the
Chapter 5, Section 5.1 #74
Use a calculator and the method of your choice to approximate the area of the following regions. Present your calculations in a table, showing approximations using n = 16, 32, and 64 subintervals. Comment on whether your approximations appear to approach a limit.
The region bounded by the graph of f (x) = |cos 2x| and the x-axis on the interval [0, π]
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Related Book For 
Calculus Early Transcendentals
2nd edition
Authors: William L. Briggs, Lyle Cochran, Bernard Gillett
ISBN: 978-0321947345
Section 5.1:
- S5.1-1
- S5.1-2
- S5.1-3
- S5.1-4
- S5.1-5
- S5.1-6
- S5.1-7
- S5.1-8
- S5.1-9
- S5.1-10
- S5.1-11
- S5.1-12
- S5.1-13
- S5.1-14
- S5.1-15
- S5.1-16
- S5.1-17
- S5.1-18
- S5.1-19
- S5.1-20
- S5.1-21
- S5.1-22
- S5.1-23
- S5.1-24
- S5.1-25
- S5.1-26
- S5.1-27
- S5.1-28
- S5.1-29
- S5.1-30
- S5.1-31
- S5.1-32
- S5.1-33
- S5.1-34
- S5.1-35
- S5.1-36
- S5.1-37
- S5.1-38
- S5.1-39
- S5.1-40
- S5.1-41
- S5.1-42
- S5.1-43
- S5.1-44
- S5.1-45
- S5.1-46
- S5.1-47
- S5.1-48
- S5.1-49
- S5.1-50
- S5.1-51
- S5.1-52
- S5.1-53
- S5.1-54
- S5.1-55
- S5.1-56
- S5.1-57
- S5.1-58
- S5.1-59
- S5.1-60
- S5.1-61
- S5.1-62
- S5.1-63
- S5.1-64
- S5.1-65
- S5.1-66
- S5.1-67
- S5.1-68
- S5.1-69
- S5.1-70
- S5.1-71
- S5.1-72
- S5.1-73
- S5.1-75
- S5.1-76
- S5.1-77
- S5.1-78
- S5.1-79
Section 5.2:
- S5.2-1
- S5.2-2
- S5.2-3
- S5.2-4
- S5.2-5
- S5.2-6
- S5.2-7
- S5.2-8
- S5.2-9
- S5.2-10
- S5.2-11
- S5.2-12
- S5.2-13
- S5.2-14
- S5.2-15
- S5.2-16
- S5.2-17
- S5.2-18
- S5.2-19
- S5.2-20
- S5.2-21
- S5.2-22
- S5.2-23
- S5.2-24
- S5.2-25
- S5.2-26
- S5.2-27
- S5.2-28
- S5.2-29
- S5.2-30
- S5.2-31
- S5.2-32
- S5.2-33
- S5.2-34
- S5.2-35
- S5.2-36
- S5.2-37
- S5.2-38
- S5.2-39
- S5.2-40
- S5.2-41
- S5.2-42
- S5.2-43
- S5.2-44
- S5.2-45
- S5.2-46
- S5.2-47
- S5.2-48
- S5.2-49
- S5.2-50
- S5.2-51
- S5.2-52
- S5.2-53
- S5.2-54
- S5.2-55
- S5.2-56
- S5.2-57
- S5.2-58
- S5.2-59
- S5.2-60
- S5.2-61
- S5.2-62
- S5.2-63
- S5.2-64
- S5.2-65
- S5.2-66
- S5.2-67
- S5.2-68
- S5.2-69
- S5.2-70
- S5.2-71
- S5.2-72
- S5.2-73
- S5.2-74
- S5.2-75
- S5.2-76
- S5.2-77
- S5.2-78
- S5.2-79
- S5.2-80
- S5.2-81
- S5.2-82
- S5.2-83
- S5.2-84
- S5.2-85
Section 5.3:
- S5.3-1
- S5.3-2
- S5.3-3
- S5.3-4
- S5.3-5
- S5.3-6
- S5.3-7
- S5.3-8
- S5.3-9
- S5.3-10
- S5.3-11
- S5.3-12
- S5.3-13
- S5.3-14
- S5.3-15
- S5.3-16
- S5.3-17
- S5.3-18
- S5.3-19
- S5.3-20
- S5.3-21
- S5.3-22
- S5.3-23
- S5.3-24
- S5.3-25
- S5.3-26
- S5.3-27
- S5.3-28
- S5.3-29
- S5.3-30
- S5.3-31
- S5.3-32
- S5.3-33
- S5.3-34
- S5.3-35
- S5.3-36
- S5.3-37
- S5.3-38
- S5.3-39
- S5.3-40
- S5.3-41
- S5.3-42
- S5.3-43
- S5.3-44
- S5.3-45
- S5.3-46
- S5.3-47
- S5.3-48
- S5.3-49
- S5.3-50
- S5.3-51
- S5.3-52
- S5.3-53
- S5.3-54
- S5.3-55
- S5.3-56
- S5.3-57
- S5.3-58
- S5.3-59
- S5.3-60
- S5.3-61
- S5.3-62
- S5.3-63
- S5.3-64
- S5.3-65
- S5.3-66
- S5.3-67
- S5.3-68
- S5.3-69
- S5.3-70
- S5.3-71
- S5.3-72
- S5.3-73
- S5.3-74
- S5.3-75
- S5.3-76
- S5.3-77
- S5.3-78
- S5.3-79
- S5.3-80
- S5.3-81
- S5.3-82
- S5.3-83
- S5.3-84
- S5.3-85
- S5.3-86
- S5.3-87
- S5.3-88
- S5.3-89
- S5.3-90
- S5.3-91
- S5.3-92
- S5.3-93
- S5.3-94
- S5.3-95
- S5.3-96
- S5.3-97
- S5.3-98
- S5.3-99
- S5.3-100
- S5.3-101
- S5.3-102
- S5.3-103
- S5.3-104
- S5.3-105
- S5.3-106
- S5.3-107
- S5.3-108
- S5.3-109
- S5.3-110
- S5.3-111
- S5.3-112
- S5.3-113
- S5.3-114
- S5.3-115
- S5.3-116
Section 5.5:
- S5.5-1
- S5.5-2
- S5.5-3
- S5.5-4
- S5.5-5
- S5.5-6
- S5.5-7
- S5.5-8
- S5.5-9
- S5.5-10
- S5.5-11
- S5.5-12
- S5.5-13
- S5.5-14
- S5.5-15
- S5.5-16
- S5.5-17
- S5.5-18
- S5.5-19
- S5.5-20
- S5.5-21
- S5.5-22
- S5.5-23
- S5.5-24
- S5.5-25
- S5.5-26
- S5.5-27
- S5.5-28
- S5.5-29
- S5.5-30
- S5.5-31
- S5.5-32
- S5.5-33
- S5.5-34
- S5.5-35
- S5.5-36
- S5.5-37
- S5.5-38
- S5.5-39
- S5.5-40
- S5.5-41
- S5.5-42
- S5.5-43
- S5.5-44
- S5.5-45
- S5.5-46
- S5.5-47
- S5.5-48
- S5.5-49
- S5.5-50
- S5.5-51
- S5.5-52
- S5.5-53
- S5.5-54
- S5.5-55
- S5.5-56
- S5.5-57
- S5.5-58
- S5.5-59
- S5.5-60
- S5.5-61
- S5.5-62
- S5.5-63
- S5.5-64
- S5.5-65
- S5.5-66
- S5.5-67
- S5.5-68
- S5.5-69
- S5.5-70
- S5.5-71
- S5.5-72
- S5.5-73
- S5.5-74
- S5.5-75
- S5.5-76
- S5.5-77
- S5.5-78
- S5.5-79
- S5.5-80
- S5.5-81
- S5.5-82
- S5.5-83
- S5.5-84
- S5.5-85
- S5.5-86
- S5.5-87
- S5.5-88
- S5.5-89
- S5.5-90
- S5.5-91
- S5.5-92
- S5.5-93
- S5.5-94
- S5.5-95
- S5.5-96
- S5.5-97
- S5.5-98
- S5.5-99
- S5.5-100
- S5.5-101
- S5.5-102
- S5.5-103
- S5.5-104
- S5.5-105
- S5.5-106
- S5.5-107
- S5.5-108
- S5.5-109
- S5.5-110
- S5.5-111