notes on geometry

65
Notes on Geometry

Upload: stuart

Post on 14-Feb-2016

48 views

Category:

Documents


0 download

DESCRIPTION

Notes on Geometry. Acute. Angles. An angle that is less than 90 degrees. Angles. Right. Angles. An angle that equals 90 degrees. Angles. Obtuse. Angles. An Angle that is more than 90 degrees. Angles. Straight angles. Angles. An angle that equals 180 degrees. Angles. Complementary. - PowerPoint PPT Presentation

TRANSCRIPT

Page 1: Notes on Geometry

Notes on Geometry

Page 2: Notes on Geometry

AcuteAngles

Page 3: Notes on Geometry

An angle that is less than 90 degrees.Angles

Page 4: Notes on Geometry

RightAngles

Page 5: Notes on Geometry

An angle that equals 90 degrees.Angles

Page 6: Notes on Geometry

ObtuseAngles

Page 7: Notes on Geometry

An Angle that is more than 90 degrees.Angles

Page 8: Notes on Geometry

Straight anglesAngles

Page 9: Notes on Geometry

An angle that equals 180 degrees.Angles

Page 10: Notes on Geometry

ComplementaryAngles

Page 11: Notes on Geometry

Two angles that add up to 90 degrees.Angles

Page 12: Notes on Geometry

supplementaryAngles

Page 13: Notes on Geometry

Two angles that measure up to 180 degrees.Angles

Page 14: Notes on Geometry

parallelAngles

Page 15: Notes on Geometry

Two lines that never touch.Angles

Page 16: Notes on Geometry

Corresponding anglesAngles

Page 17: Notes on Geometry

Are equal! They are the matching angles when a parallel line is crossed with a third line. (so, for example, angle 1 and angle 2 are corresponding angles.)Angles

1

2

Page 18: Notes on Geometry

How many degrees are in a triangle?Triangles

Page 19: Notes on Geometry

180 degrees in every triangle.Triangles

Page 20: Notes on Geometry

isoscelesTriangles

Page 21: Notes on Geometry

A triangle with two equal sides.Triangles

Page 22: Notes on Geometry

equilateralTriangles

Page 23: Notes on Geometry

All the sides are equal.Triangles

Page 24: Notes on Geometry

scaleneTriangles

Page 25: Notes on Geometry

No sides are equalTriangle

Page 26: Notes on Geometry

rightTriangles

Page 27: Notes on Geometry

A triangle with one right angle.Triangles

Page 28: Notes on Geometry

ObtuseTriangles

Page 29: Notes on Geometry

A triangle with one obtuse angle.Triangles

Page 30: Notes on Geometry

acuteTriangles

Page 31: Notes on Geometry

A triangle with all angles that are acute.Triangles

Page 32: Notes on Geometry

PolygonShapes

Page 33: Notes on Geometry

A shape with all straight sides.Shapes

Page 34: Notes on Geometry

Regular PolygonShapes

Page 35: Notes on Geometry

All equal angles and all equal sides.Shapes

Page 36: Notes on Geometry

QuadrilateralShapes

Page 37: Notes on Geometry

Shape with 4 sidesShapes

Page 38: Notes on Geometry

PentagonShapes

Page 39: Notes on Geometry

A shape with five sidesShapes

Page 40: Notes on Geometry

HexagonShapes

Page 41: Notes on Geometry

A shape with six sides.Shapes

Page 42: Notes on Geometry

HeptagonShapes

Page 43: Notes on Geometry

A shape with seven sides.Shapes

Page 44: Notes on Geometry

OctagonShapes

Page 45: Notes on Geometry

A shape with eight sides.Shapes

Page 46: Notes on Geometry

NonagonShapes

Page 47: Notes on Geometry

A shape with nine sides.Shapes

Page 48: Notes on Geometry

DecagonShapes

Page 49: Notes on Geometry

A shape with ten sides.Shapes

Page 50: Notes on Geometry

ParallelogramShapes

Page 51: Notes on Geometry

A quadrilateral with two sets of parallel sides.

Page 52: Notes on Geometry

TrapezoidShapes

Page 53: Notes on Geometry

A quadrilateral with only ONE set of parallel sides.

Page 54: Notes on Geometry

RectangleShapes

Page 55: Notes on Geometry

A parallelogram with 90 degree angles.Shapes

Page 56: Notes on Geometry

SquareShapes

Page 57: Notes on Geometry

A rectangle with all equal sides. (90 degree angles).

Page 58: Notes on Geometry

Area of a parallelogramShapes

Page 59: Notes on Geometry

Base * heightShapes

Page 60: Notes on Geometry

Area of a triangleShapes

Page 61: Notes on Geometry

½ base*height

Page 62: Notes on Geometry

Area of a circleShapes

Page 63: Notes on Geometry

A = pi*r-squaredShapes

Page 64: Notes on Geometry

CircumferenceShapes

Page 65: Notes on Geometry

Perimeter of a circleC=diameter * piShapes