2. The vertices of an ellipses are ± (9,0) and the foci are ± (4,0). Find the equation of the ellipse. A) C) 65 y² B) + 81 65 D) y² 81 x² y² 81 65 65 y² 81 = = 1 - || 1 1 : 1

Q: In an ellipse, the foci are at (-4, 3) and (4, 3) and one vertex is at (6, 3). How long is the major…

A:

Q: the ellipse with 4) Write the the center at (o,o), the vertex at Cos-5) and the distance between the…

A: Given center at (0,0), vertex at (0,-5) the distance between focus and vertex is equal to 2 ⇒focus…

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

A:

Q: The ellipse with the given equation is centered at x² +9y² + 3x - 18y + 9 = 0 3 9 (²/₁₁) (²17,¹1) 2…

A:

Q: 9) Major axis is horizontal Center: (5, -8) Major axis is 24 units long Minor axis is 16 units long

A:

Q: 4. Which of the equations below represents this ellipse? 10 5 -5 5 -5- --10

A: Here the Major axis is on the Y axis. And the Minor axis is on x axis. The last option is true.

Q: Write the equation of the parabola with vertex at (-9, 0) and directrix at x = -10 a) + 9 1,2 49 b)…

A: Given

Q: 4. Find the equation of the ellipse assuming the form + = 1 if distance between foci 4, between…

A: Use simple standard equation

Q: 1/3 x 3 + 7

A: Using bodmas  First bracket then division then multiplication

Q: Given an ellipse has foci at (7,-2) and (7,-8) and the endpoints of the minor axis are at (11,-5)…

A:

Q: Graph the ellipse given by each equation. Find center, foci (focus), vertices, co-vertices. a) 4x² +…

A:

Q: The equation 2x² + 3y² – 5x +3y = 9 defines a c) Parabola d) Hyperbola a) Circle b) Ellipse

A:

Q: What is the standard form equation of the ellipse that has vertices (0, ±12) and foci (0, ±2)?

A: We know that the standard equation of the ellipse is (x-h)^2/b^2+(y-k)^2/a^2=1

Q: Construct an ellipse having length of major axes and minor axes equal to 12 cm and 9 cm…

A: Given: major axes=2a=12  cmminor axes=2b=9  cm