Find an equation for the hyperbola described. Graph the equation. Center at (0,0); focus at (5.385,0); vertex at (2,0)

Q: Find an equation of the parabola with vertex (4, 2) and focus (4, 6).

A: Given :              Vertex (4,2) and focus (4,6)       Since the vertex and focus have common…

Q: 4. -15 -10 (-4,4) (-4, 3) -5 (-4,-5) -4,-6) -10- 0 -5- --10- --15- 5

A: The standard form of the equation of hyperbola with center (h, k) and transverse axis parallel to…

Q: Graph each hyperbola. Identify the center, vertices, and points. 10(y+2)^2-9(x-3)^2=90

A: Given: 10(y+2)^2-9(x-3)^2=90

Q: Find the equation of the parabola

A:

Q: Identify the equation as a circle, a parabola, an ellipse,

A: Introduction: If an equation of the conic section is ax2+by2+cx+dy+e=0. If, here a=b, then this is a…

Q: Graph t. pulabola. x=-2(y-6)²-1 12 10 X图

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Q: Vertex at the origin and focus at (2, -3). Find the equation of the parabola

A: Equation of parabola  y2 = 8x

Q: Write an equation for the hyperbola. Vertices at (-7,-2), (-7,-18); asymptotes y = +-8/3(x+7)-10

A: To write an equation for the hyperbola. Vertices at -7, -2, -7, -18 Asymptotes: y=±83x+7-10

Q: Write the standard form equation for each parabola described A. Focus (8,0),directrix x=-8 B. Vertex…

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