Try another version of this question Given the ellipse `(x+4)^2/9+(y+5)^2/36 = 1` Find the center point: Give the vertices: Give the endpoints of the minor axis: Draw the graph of the ellipse. Graph to add drawings to: Graphing window shows horizontal axis: -10 to 10, vertical axis: -10 to 10. Elements to draw: No elements have been added yet Get help: Box 1: Enter your answer as a point. Example: (2,5.5172) Box 2: Enter your answer a list of points separated with commas. Example: (1,2), (3.5172,5) Box 3: Enter your answer a list of points separated with commas. Example: (1,2), (3.5172,5) Box 4: Enter your answer by drawing on the graph.
Enter DNE for Does Not Exist
Enter DNE for Does Not Exist
Enter DNE for Does Not Existx y -1 -5 -2.3791 0.049 -5.2484 0.456 -6.97 -4.153 -5.9609 -9.541 -3.149 -10.754 -1.1195 -6.676 -1.7383 -1.058