Convert the following equation for a hyperbola into standard form below using the transverse axis, center point, vertices, and co-vert -4x2 + 24x + 9y² + 18y – 63 = 0 Use the green key point to change the orientation of the transvers red key points to adjust the locations of the center point, vertices,

Q: focus: (0, 2) directrix: y = -2 focus: (0, -3) directrix: y = 3 focus: (0, -6) directrix: y = 6

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Q: Find the standard form of the equation of the parabola with the given characteristics. Vertex: (2,…

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Q: Write the coordinates for the center of the hyperbola: A/ (x-2) (y + 1)² 64 36

A: given  (x-2)236-(y+1)264=1standard form of hyperbola is  (x-h)2a2-(y-k)2b2=1hwer centre is  (h,k)

Q: Draw the hyperbola with the equation: 3x2 − 2y2 + 6x − 8y = 6.

A: 3x2-2y2+6x-8y=6⇒3x2+6x-2y2+8y=6⇒3x2+2x-2y2+4y=6⇒3x2+2x+1-2y2+4y+4=6+3-8⇒3x+12-2y+22=1⇒x+1213-y+2212=…

Q: center: (7,-2) focus: (10,-2) vertex: (9,-2) what is the standard form of the equation of this…

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Q: An architect designs two houses that are shaped and positioned like a part of the branches of the…

A: Given Equation:- 2025y2-225x2=455,625

Q: Determine the coordinates of the vertex (label V) and focus (label F) and the EQUATION of the…

A: standard form of the parabola ( x - h )2 = -4a( y - k ) where vertex = ( h , k ) Focus = ( 0 , -a )…

Q: Find the vertices and locate the foci of the hyperbola with the given equation. Then graph the…

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Q: i: (6, –4), (–4, –4) jugate Axis is 8 units long

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