The vertex of the parabola is .
The highest the ball traveled was feet.
The equation for the circle that models the boundary of the delivery area is (x )2 + (y )2 = .
The equation for the circle that models the boundary of the delivery area is (x )2 + (y )2 = .
The coordinates of the location of the restaurant are .
An elliptical table is being cut from a rectangular piece of wood that is 12 feet by 10 feet. Legs of the table will be attached at the foci. Which equation models the largest ellipse that can be cut from the rectangle and describes where the legs will be attached?
The equation for the circle that models the boundary of the delivery area is (x )2 + (y )2 = .
If the receiver is at the focus it will be at the point .
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