Find the foci of x²/64+y²/9=1

Which graph represents the equation x²/4+y²/25=1?

Find the standard equation of the ellipse with vertices at (5,1) and (-3,1) and passes through the point (1,3)

Find the center of the ellipse (x+6)²/81+(y-1)²/212=1

Find the foci of the equation (x+2)²/9+(y-1)²/25=1

Identify the conic section 4x²-y²+8x+2y=0

Find the standard equation of the hyperbola with vertices (+/- 8,0) and an asymptote y=+/- 2x

What is the standard equation of a hyperbola centered at its origin with vertices at (+/-√4, 0) and a foci at (+/- √7,0)?

Find the standard equation of the hyperbola centered at the origin with y intercepts at +/- 8 asymptotes y=+/- 4/3x.

Find the vertices of the hyperbola and the slopes of the asymptotes from this equation: x²/4- (y+2)²/9=1

Find the equation of the parabola with focus at (-5,0) and a directrix at x=5

Find the directrix and focus of the parabola -y²=8x.

Find the equation for the parabola with a vertex at the origin and a foci of (3,0).

What is the vertex of this equation? (y-9)²=8(x+13)

Find the standard equation of the conic section and identify the type of conic section: 2y-2x²+12x-10=0

Find the directrix of the equation (x+3)² = -2y+4

A student wants to learn about how parabolic flashlights work. They figure out that the reflector is 6 inches wide and 3 inch deep. If the filament is at the focus, how far away is the filament from the vertex of the parabola created?

Two families go to a restaurant with a ceiling shaped like a semi-ellipse. The Johnson Family sat at the foci at the right side room and the Smith Family sat at the other foci. The room is 30 ft wide and a wall height of 6 ft. The highest point of the ceiling is 12 ft tall. How far apart are the two tables?

Sally has a 10 in by 10 in piece of yellow paper and cuts a circle from this paper. If the circle cut out has a radius of 5 in, assuming the center is at the origin, what is the standard equation of the circle?