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Conic sections and movement of parabolas
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Identify the center (h, k) and the radius r of the equation
(0, 0) and r=sqrt(30)
Identify the opening and vertex (h, k) of the parabolic equation
opens right and (-2, -4)
Identify the (h, k), a and b of the elliptic equation
(1, 0), 1, 5
Identify the (h, k), a and b of the hyperbolic equation
(0, 0), 5, 5
What conic section is formed?
ellipse
What conic section is formed?
parabola
What conic section is formed?
hyperbola
What conic section is formed?
circle
Describe the movement of the parabola given these equations
The parabola gets wider as the coefficient decreases and it goes down as the constant decreases
Describe the movement of the parabola given these equations
The parabola gets wider as the coefficient positively decreases
Describe the movement of the parabola given these equations
The parabola gets narrower as the coefficient increases
Describe the movement of the parabola given these equations
The parabola goes up as the constant increases
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