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8.2.1: Coordenadas polares (Ejercicios)
https://espanol.libretexts.org/Matematicas/Precalculo_y_Trigonometria/Libro%3A_Prec%C3%A1lculo_-_Una_investigaci%C3%B3n_de_funciones_(Lippman_y_Rasmussen)/08%3A_Otras_aplicaciones_de_la_trigonometr%C3%ADa/8.02%3A_Coordenadas_polares/8.2.01%3A_Coordenadas_polares_(Ejercicios)
31. $r = \dfrac{4}{\sin(\theta) + 7\cos(\theta)}$ 32. $r = \dfrac{6}{\cos(\theta) + 3\sin(\theta)}$ 36. $r^2 = 4 \sec(\theta)\csc(\theta)$ 44. $r = \theta \cos(\theta)$ 45. \(r = \cos(\dfrac{\...31. $r = \dfrac{4}{\sin(\theta) + 7\cos(\theta)}$ 32. $r = \dfrac{6}{\cos(\theta) + 3\sin(\theta)}$ 36. $r^2 = 4 \sec(\theta)\csc(\theta)$ 44. $r = \theta \cos(\theta)$ 45. $r = \cos(\dfrac{\theta}{2})$ 46. $r = \sin(\theta)\cos^2(\theta)$ 64. $r = \dfrac{1}{\sqrt{\theta}}$ , un lituus 65. $r = 2\sin(\theta)\tan(\theta)$ , un cissoide 23. $r = \dfrac{\sin(\theta)}{4\cos^(2)(\theta)}$ 27. $r = \dfrac{\cos(\theta)}{(\cos^(2)(\theta) - \sin^(2)(\theta))}$

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