write a ellipse equation foci: F1(0,20),F2(0,-20), vertices : (0,8),(0,-8)
Find the equation of a hyperbola satisfying the given conditions. Vertices at (0,8) and (0, - 8); foci at (0, 10) and (0,- 10) The equation of the hyperbola is .. Type an equation. Type your answer in standard form.) Enter your answer in the answer box. MacЕ 000 esc 20 F3 000 FA F1 F2
Find an equation for the ellipse that satisfies the given conditions. Foci: F(+2, 0), vertices: (3, 0)
Write an equation for the ellipse Foci at (0,-5) and (0,5), the sum of distances from foci to a point on the ellipse is 16. Choose the correct equation of the ellipse. on 1 OD. = 1
3. Suppose an ellipse has foci atat 0, ±7 and vertices at 0, ±21. a. what is its equation? b. what are the coordinates of the endpoints of the minor axis?
= CONIC SECTIONS Finding the center, vertices, and foci of an ellipse Find the center, vertices, and foci of the ellipse. Simplify your answers as much as possible. (x+1)2 (y+2)2 + =1 25 16 Center: (D o ao X $ ? Foci: (0-1) and (0 vertices: (1) and CD
Find an equation of an ellipse satisfying the given conditions. Vertices: (9,0) and (-9,0) Foci: (7.0) and (-7,0) The equation of the ellipse matching these conditions is (Type your answer in standard form.) Enter your answer in the answer box. MacBook ho esc DOD F3 F4 % N $ # A
19. (8) Graph the ellipse * 1 by finding the vertices, foci, major and minor axes and 36 their length
19. For the following ellipse, find the center, vertices, foci, eccentricity. Sketch the graph. Equation: (x+3) , (y-1) 16
Find an equation of an ellipse satisfying the given conditions. Foci: (-2, 0) and (2, 0) Length of major axis: 8 The equation of the ellipse matching these conditions is (Type your answer in standard form.)
Equation of an Ellipse: Center at (0, 0); Major Axis along the x-Axis: (0,b) An equation of the ellipse with center (0, ), foci at (-c, 0) and (c, o), V = (a,0) V = (-a,0) F1 = (-0,0) = (0) and vertices at (-a, 0) and (a,0) is: x 2 (0,-) =1, where a >b>0 and b? = a- c? b? Use the equation of ellipse to determine if a truck can fit through a semi-elliptical archway. The archway...