Parabolas Answers

10 verified answers2 views
117878
Free Preview

When the focus and directrix are used to derive the equation of a parabola, two distances were set equal to each other.

Answers:
The distance between the directrix and is set equal to the distance between the and the same point on the parabola.:a point on the parabola
The distance between the directrix and is set equal to the distance between the and the same point on the parabola.:focus
117879

directix✔ focusoriginx-axis

A
directix
B
focus
C
origin
D
x-axis
117978

Which statements are true for the equation x2 = −4y? Check all that apply.The axis of symmetry is x = 0.The focus is at (0, –1).The parabola opens up.The parabola opens right.The value of p = −1.The equation for the directrix is y = 0.

A
The axis of symmetry is x = 0.
B
The focus is at (0, –1).
C
The parabola opens up.
D
The parabola opens right.
E
The value of p = −1.
F
The equation for the directrix is y = 0.
117979

If the directrix of a parabola is the horizontal line y = 3, what is true of the parabola?

A
The focus is at (0, 3), and the equation for the parabola is y2 = 12x.
B
The focus is at (0, –3), and the equation for the parabola is x2 = –12y.
C
The focus is at (3, 0), and the equation for the parabola is x2 = 12y.
D
The focus is at (–3, 0), and the equation for the parabola is y2 = –12x.

Did you find these answers helpful?

Parabolas Answers — CR CCSS Math 2 S2 M2960OX