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Planet orbit
Ellipse
In the sky
Ellipse with 2 radius, a simi major axis and a major axis

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St. Louis Science Center Planetarium
Hyperbola
Found online
Describes two curves that are restricted by two focii and a pair of asymptotes

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Candle flame
Parabola
Lit a candle and took a picture with my phone.
The equation of a parabola has only one squared term and the axis of symmetry goes through the vertex and is parallel.

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Hyperbola
Kobe Port Tower, Japan
The principal axis is the straight line through the foci. The vertices are the intersection of this axis with the curve.

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Hourglass
Hyperbola
The equation of a hyperbola opening right and left is x^2/a^2-y^2/b^2=1

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Parabolic Reflector antenna
Internet
Parabola
A parabola never intersects the directrix

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Ellipse
Found on the internet
Tennessee football stadium
Ellipses have a major and minor axis

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Rainbow
The axis of symmetry goes through the vertex of a parabola

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located in Espace Nord business district this is an  ellipse shaped building! An ellipse is a "closed plane curve consisting of all points for which the sum of the distances between a point on the curve and two fixed points (foci) is the same" this was found on the Internet

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The colosseum
Ellipse
The internet
Ellipses have both a minor and major axis

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Golden Gate Bridge, San Francisco, CA
Parabola - Internet
The axis of symmetry cuts the parabola into two mirror images of each other.
P.S. If you choose to believe in my debatable sources the equation for this parabola would be:
y - 45 = 0.016(x - 52)^2
(in feet)

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-The Blue Mosque's dome (if a slice was taken out of it)
-Parabola
-Istanbul
-The Directrix is the same distance to the vertex as the Focus.

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Circle conic identity (contains all of them really)
Cups taped together

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-The London Eye
-Circle
-Internet
-The set of all points in a plane that are a constant distance from the center form a circle.

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Cathedral of Brasilia in Brasília, Brazil
Hyperbola - Internet
Hyperbolas with a positive x² value open right and left and hyperbolas with a positive y² value open up and down.

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Washington Square Arch, New York City
Internet
Parabola
The vertex is equidistant to the focus and the directrix

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McDonlads "M"
Parabola
The equation for a parabola opening down along the Y axis is Y=-X^2

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Sorry, forgot to attach the picture

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Gateway arch in St. Louis, MO
Parabola internet
A parabola's line of symmetry goes through its vertex

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lamp
hyperbola
Internet
the center a hyperbola is halfway between its foci

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Roman aqueduct: the arches of an elevated section of the Roman provincial Aqueduct of Segovia, in modern Spain.
Parabola- Internet
ny light or sound ray entering the parabola parallel to the axis of symmetry and hitting the inner surface of the parabolic "bowl" will be reflected back to the focus.

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Swing just hanging at a park
Parabola - internet
The line of symmetry goes through the vertex of the parabola

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Saint Peters Square in the Vatican Rome
Ellipse
Ellipses contain a closed plane curve consisting of all points for which the sum of the distances between a point on the curve and two fixed points

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2) Ring of life building in China 3) circle/ ellipse 4) Internet 5) The length of the minor axis involves the foci and vertices.

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circle structures in the world - Bing images

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With Circle Centric Org Structure Circle Sculpture Structures Quality Circles Structure Circle Structure Paper Circle Outdoor Structures Plot Structure Diagram of Circle Circle Tree Structure Circle Garden Structure Circle Silhouette of Buildings Healthy Relationship Circle Organization Charts with Circle S Circle Organization Chart Tangent Circle S in Real Life Circle

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Scotiabank Saddledome
Canada
Parabola
Internet
Parabolas are mirrored on both sides of the axis of symmetry, which is in line with the focus and vertex of the parabola.

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Gateway Arch in St. Louis, MO
Parabola - Internet
A parabola's line of symmetry goes through its vertex

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Double concave lens
Hyperbola- my stuff
Hyperbolas have 2 slanted asymptotes

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Tycho Brahe Planetarium in Copenhagen, Denmark
Ellipse - Internet
The center of the ellipse is the midpoint of the vertical and horizontal axes