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Geometry Overview. Angles AngleSizeExample Right90˚ Straight180˚ Acute<90˚ Obtuse>90˚

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Presentation on theme: "Geometry Overview. Angles AngleSizeExample Right90˚ Straight180˚ Acute<90˚ Obtuse>90˚"— Presentation transcript:

1 Geometry Overview

2 Angles AngleSizeExample Right90˚ Straight180˚ Acute<90˚ Obtuse>90˚

3 More on angles Vertical Angles –Opposite angles are equal –Angle A = Angle C –Angle B = Angle D A C B D

4 Triangles Name Characteristics EquilateralAll sides equal Isosceles2 sides equal ScaleneNo sides equal Name Characteristics Right1 right angle Obtuse1 obtuse angle AcuteAll angles are acute

5 Similar and Congruent Congruent –Same shape –Same size Similar –Same shape –Different Size

6 Similar Figures If figures are similar, they are in proportion to one another. You can check this by writing a proportion and seeing if it is equal 4ft 10ft 2ft 8ft 4 = 2Since 4x8  2x20 10 8 These figures are not similar

7 Dimensional Objects 1 Dimensional - Units –X axis only –Line 2 Dimensional – Units 2 or sq. units –X-Y Axis –Square, circle, triangle, etc. 3 Dimensional – Units 3 or cu. units –X-Y-Z Axis –Cube, prism, cone, sphere

8 2-D Shapes PictureNamePerimeter (Units) Area (Units 2 ) Characteristics SquareAdd up all the sides s2s2 All sides equal All angles 90˚ RectangleAdd up all the sides Length x WidthOpp. sides equal All angles 90˚ TriangleAdd up all the sides Base x Height 2 3 sides. Angles add to 180All sides equal 180˚ ParallelogramAdd up all the sides Base x Height Opposite sides equal and parallel Opposite angles equal TrapezoidAdd up all the sides Base1+Base2 x Height 2 Two sides parallel, two side not parallel Circle  D or 2  r r2r2 All points on a plane equidistant from center

9 3-D Shapes ShapeNameVolume (Units 3 ) Surface Area (Units 2 ) Rectangular Prism Length x Width x Height 2LW + 2WH + 2LH Cylinder Area of base(  r 2 ) x Height  D x Height +  r 2


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