where A = where B = where C = where D = ĝ 1,0 (y - A)² B² (x - C)² D² 11

Q: The equation -y+3) 3D (x+ 6)² represents which conic section? a. circle c. hyperbola b. ellipse d.…

A: 1. The given equation is -65(y+3)=(x+6)2 2. The given equation is y29+x225=1

Q: 8. Vertices: (12, 2) and (2, 2) Foci: (10, 2) and (4, 2)

A:

Q: You told me that an ellipse centered at the origin has vertices at (-5, 0) and (5, 0), so I was able…

A: Given, vertices -5,0, (5,0) we know the equation of ellips is: x2a2+y2b2=1 if we draw the graph of…

Q: 3) Foci: (-4, -8 + 4√2), (-4, −8 - 4√2) Endpoints of major axis: (-4, -2), (-4, -14)

A:

Q: B. Express each equation of the ellipse in standard form. Determine the equation and the length of…

A: We have to draw the ellipse.

Q: 1. minor axis a. the endpoints of the major axis b. the line segment connecting endpoints of the…

A: we have to match the parts with ellipse description.

Q: What is the orientation of the equation of an ellipse below? y² x-² 2.25

A: Solving the following problem

Q: How do you determine the eccentricity of an ellipse? You can use a figure to express your thoughts…

A: To answer the question that H=how do you determine the eccentricity of an ellipse.

Q: What are the general equations of an ellipse?

A: To write the general equation of an ellipse.

Q: Write an equation for each ellipse with the given information.

A: By the geometry of ellipse, and the relationship between lengths of major, minor axes and distance…

Q: Write an equation for the parabola with focus (-1,2) and vertex (3,2).

A:

Q: When referring to the standard form of an equation of an ellipse, the e is defined as e =

A:

Q: Lyra is designing a model of a solar system with a planet and a comet. The planet has a circular…

A:

Q: Find the general equation of the ellipse with center at the origin, one focus at (0,-8) and a vertex…

A: Given,            Center is at origin, one focus at 0,-8 and a vertex at 0,6.To find : Equation of…

Q: Write the equation of the ellipse that has a center at (- 4, 3), a focus at (- 7, 3), and a vertex…

A: Answer is mentioned below