Geometry in the Real World

21
GEOMETRY IN THE REAL WORLD Robbie Stricklin Block 2 Sports Theme

description

 

Transcript of Geometry in the Real World

Page 1: Geometry in the Real World

GEOMETRY IN THE REAL WORLD

Robbie StricklinBlock 2

Sports Theme

Page 2: Geometry in the Real World

Point

A definite position with no height The dots under DOWN or QUARTER are

points

Page 3: Geometry in the Real World

Line Segment

A finite section of line. A foul line in baseball is a line segment.

Page 4: Geometry in the Real World

Plane

A flat or level surface generated by a straight line moving at a constant velocity with respect to a fixed point.

A basketball court is a plane.

Page 5: Geometry in the Real World

Angle

Space within two lines or three or more planes diverging from a common point, or within two planes diverging from common line.

The bottom left and bottom right of the goal post are angles

Page 6: Geometry in the Real World

Perpendicular Lines

Lines that intersect to form four or more 90 degree angle.

The intersecting lines in the bottom left corner are perpendicular.

Page 7: Geometry in the Real World

Parallel Lines

Two or more lines that are equidistant at all points and never converge or intersect.

The opposite out of bounds lines are parallel.

Page 8: Geometry in the Real World

Triangle

A closed three-sided polygon consisting of three angles and three sides with the sum of the angles equaling 180 degrees.

The billiards rack is a triangle.

Page 9: Geometry in the Real World

Right Triangle

A triangle consisting of a right angle and two acute angles.

The top left and top right of the goal are right angles.

Page 10: Geometry in the Real World

Pentagon

A closed polygon with five sides and five angles.

Home plate is a pentagon.

Page 11: Geometry in the Real World

Hexagon

A polygon with six sides and six angles. Each section on the net is a hexagon.

Page 12: Geometry in the Real World

Square

A rectangle having all four sides and four angles congruent.

The four square court is a square.

Page 13: Geometry in the Real World

Rectangle

A parallelogram having four right angles. The pool is a rectangle.

Page 14: Geometry in the Real World

Trapezoid

A quadrilateral plane figure having two parallel sides and two nonparallel sides.

The aerobic blocks ABC side are trapezoids.

Page 15: Geometry in the Real World

Parallelogram

A quadrilateral having both pairs of opposite sides parallel to each other.

The nine-ball rack is a parallelogram.

Page 16: Geometry in the Real World

Circle

A closed plane curve consisting of all the points consisting at a given distance from a point within it called a center.

The basketball rim is a circle.

Page 17: Geometry in the Real World

Cylinder

A surface or solid bounded by two parallel planes and generated by a straight line moving parallel to the given planes and tracing a curve bounded by the planes and lying in a plane perpendicular or oblique to the given planes.

The hockey puck is a cylinder.

Page 18: Geometry in the Real World

Sphere

A solid geometric figure generated by the revolution of a semicircle about its diameter; a round body whose surface is at all points equidistant from the center.

The volleyball is a sphere.

Page 19: Geometry in the Real World

Octagon

A polygon with eight angles and eight sides.

The UFC ring is an octagon.

Page 20: Geometry in the Real World

Oval

Ellipsoidal or elliptical. The hockey rink is an oval

Page 21: Geometry in the Real World

Cube

A solid bounded by six equal squares, the angle between any two adjacent faces being a right angle.

The baseball case is a cube.