CONIC SECTIONS AND ITS REAL LIFE APPLICATIONS

2.  a conic section (or just conic) is a curve
obtained as the intersection of a cone with a
plane.

3.  PARABOLA
 ELLIPSE
 HYPERBOLA

4.  FOCUS
 DIRECTRIX
 ECCENTRICITY

5.  a conic consists of those points whose distances to
some point, called a Focus, and some line, called a
Directrix, are in a fixed ratio, called the
Eccentricity.
F1, F2, F3 - FOCUS

6.  The eccentricity of an
ellipse is greater than
zero but less than 1.
 The eccentricity of a
parabola is 1.
 The eccentricity of a
hyperbola is greater than
1.

7.  A parabola is
approximately U-
shaped when oriented
as shown in the
diagram, but which
can be in any
orientation in its
plane.

8.  trajectory of a particle or
body in motion under
the influence of a
uniform gravitational
field.

9.  THE VOMIT COMET

11. “ The orbits along which
the planets travel around
the Sun are ellipses with
the Sun at one focus ”
- JOHN KEPPLER

12.  In bicycles, two elliptical
gears may be used for
mechanical advantage to
produce variable angular
speed or torque.

13.  A hyperbola has two
pieces, called connected
components or branches,
that are mirror images of
each other and resemble
two infinite bows.
 If the plane intersects
both halves of the double
cone but does not pass
through the apex of the
cones then the conic is a
hyperbola.

14.  Developing a Reference
Model for Networked
Flexible Work through
Industry Trials
The Hyperbola of
Synchronization

15. BY JAFFER SHERIFF M

16.  http://en.wikipedia.org
 http://cordis.europa.eu
 Google Images