Graph the polar equation r $=6+7$ sin$().$ The x$$y$-$coordinate plane is given. The curve has an inner loop at the bottom of the graph, the inner loop has intercepts at $(0,0)$ and $(0,1),$ the outer loop starts at $(0,0),$ then proceeds clockwise through the points $(6,0),(0,13),(6,0),$ and back to the starting point. The x$$y$-$coordinate plane is given. The curve has an inner loop on the left side of the graph, the inner loop has intercepts at $(0,0)$ and $(1,0),$ the outer loop starts at $(0,0),$ then proceeds clockwise through the points $(0,6),(13,0),(0,6),$ and back to the starting point. The x$$y$-$coordinate plane is given. The curve has a dimple on the left side of the graph at $(1,0),$ then proceeds clockwise through the points $(0,7),(13,0),(0,7),$ and back to the starting point. The x$$y$-$coordinate plane is given. The curve has a dimple at the bottom of the graph at $(0,1),$ then proceeds clockwise through the points $(7,0),(0,13),(7,0),$ and back to the starting point. What type of curve is this? lima$$onparabola$$circleastroidellipse