Find the center, vertices and foci of the hyperbola described by the following equation. (y – 2)? (x + 2) 3D1 4 Center: Vertices: Foci:

Q: Find an equation of the hyperbola. Vertices: (2, ±4) Foci: (2, ±5)

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Q: Help

A: Answer 1    Answer 2

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

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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: Write the vertex form equation of the parabola: vertex: (2, 2) directerix: x = -1

A: The vertex of the parabola is h, k=2, 2. The directrix is x=-1. The vertex is in the 1st quadrant…

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

A: Given the equation of the hyperbola : 3x2-2y2+6x-8y=6.

Q: Write the standard form equation of the following hyperbolas. Vertices (-2,5) and (6,5), foci (-3,5)…

A: The transverse axis will be x-axis the standard form of the hyperbola equation is…

Q: B- Write the standard form of hyperbola (y-9x- 6y = 36+36x) and find the center, vertices and foci.

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