Draw a graph of the rose curve. r = -3 sin 5θ, 0 ≤ θ ≤ 2π A) a graph of five loops originating at the origin where one loop lies on and is symmetric about the bottom part of the y axis and each of the four remaining loops lie in each quadrant, one, two, three, and four
[-4, 4] by [-4, 4]
B) a graph of four loops originating at the origin where each loop is entirely contained within each quadrant
[-4, 4] by [-4, 4]
C) a graph of five loops originating at the origin where one loop lies on and is symmetric about the left part of the axis and each of the four remaining loops lie in each quadrant, one, two, three, and four
[-4, 4] by [-4, 4]
D) a graph of five loops originating at the origin where one loop lies on and is symmetric about the bottom part of the y axis and each of the four remaining loops lie in each quadrant, one, two, three, and four
[-4, 4] by [-4, 4]