In Problems 73–82, graph each polar equation. 73. r = (parabola) 74. r = (hуperbola) 1 - cos 0 1 - 2 cos 0 1 1 75. r = (ellipse) 76. r = (parabola) 3 - 2 cos 0 1 - cos f 77. r = 0, 0 2 0 (spiral of Archimedes) 3 (reciprocal spiral) 78. r = 79. r %3D csc 0 — 2, 0<0<т (сonchoid) 80. r= sin 0 tan 6 (cissoid) 81. r = tan 6, -< o < (kappa curve) 82. r = coS
In Problems 73–82, graph each polar equation. 73. r = (parabola) 74. r = (hуperbola) 1 - cos 0 1 - 2 cos 0 1 1 75. r = (ellipse) 76. r = (parabola) 3 - 2 cos 0 1 - cos f 77. r = 0, 0 2 0 (spiral of Archimedes) 3 (reciprocal spiral) 78. r = 79. r %3D csc 0 — 2, 0<0<т (сonchoid) 80. r= sin 0 tan 6 (cissoid) 81. r = tan 6, -< o < (kappa curve) 82. r = coS
Calculus: Early Transcendentals
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Author:James Stewart
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Chapter1: Functions And Models
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In Problems 73–82, graph each polar equation.
![In Problems 73–82, graph each polar equation.
73. r =
(parabola)
74. r =
(hуperbola)
1 - cos 0
1 - 2 cos 0
1
1
75. r =
(ellipse)
76. r =
(parabola)
3 - 2 cos 0
1 - cos f
77. r = 0, 0 2 0 (spiral of Archimedes)
3
(reciprocal spiral)
78. r =
79. r %3D csc 0 — 2, 0<0<т (сonchoid)
80. r= sin 0 tan 6 (cissoid)
81. r = tan 6, -< o < (kappa curve)
82. r = coS](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fcaa6ceb6-ba40-4735-a61f-f990ea391340%2F7b235bb5-e1e0-4b79-bf64-17e7033e922d%2Fggjbdw_processed.png&w=3840&q=75)
Transcribed Image Text:In Problems 73–82, graph each polar equation.
73. r =
(parabola)
74. r =
(hуperbola)
1 - cos 0
1 - 2 cos 0
1
1
75. r =
(ellipse)
76. r =
(parabola)
3 - 2 cos 0
1 - cos f
77. r = 0, 0 2 0 (spiral of Archimedes)
3
(reciprocal spiral)
78. r =
79. r %3D csc 0 — 2, 0<0<т (сonchoid)
80. r= sin 0 tan 6 (cissoid)
81. r = tan 6, -< o < (kappa curve)
82. r = coS
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