Graph hyperbola not in standard form

The video tutorial covers the process of working with standard form equations, focusing on identifying the center, transverse axis, vertices, foci, and co-vertices of an ellipse. It explains the importance of standard form, how to calculate A and B values, and the significance of the transverse axis. The tutorial also discusses the calculation of foci using square roots and provides techniques for graphing, including drawing asymptotes and understanding their role in the graph.

What is the first step to ensure the equation is in standard form?

How do you identify the center of the ellipse?

What are the values of A and B in the given example?

What is the significance of the transverse axis in an ellipse?

Explain how to find the vertices of the ellipse.

How do you determine the foci of the ellipse?

What is the equation for the asymptote with a horizontal transverse axis?