Solve the following:
1. Find the equation of parabola . Find 2 points of latus rectum.Graph.
Focus(-5,0) Vertex(0,0)
2 Find the equation of the parabola. Find 2 points that define latus rectum. Graph. Focus (0,1) Diectrix line y= -1
3. Find the equation of ellipse.draw the graph.
Center (0,0) Focus(0,8) Vertex (0,-10)
4. Find the equation of ellipse.draw the graph
Focus at (0,8) Vertices at (0,+- 10)
5. Find all the complex root. Leave your answer in polar form with the argument in degrees.
The complex fourth root of -81i
6. Find the equation of hyperbola.
Vertices at(-3,0) and (3,0) Asymptote the line y=3x