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Angles and Shapes By: Parker and Matthew. 3 types of angles Acute angle- An angle that measures less than 90 degrees. Obtuse angle- An angle that measures.

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Presentation on theme: "Angles and Shapes By: Parker and Matthew. 3 types of angles Acute angle- An angle that measures less than 90 degrees. Obtuse angle- An angle that measures."— Presentation transcript:

1 Angles and Shapes By: Parker and Matthew

2 3 types of angles Acute angle- An angle that measures less than 90 degrees. Obtuse angle- An angle that measures more than 90 degrees. Right angle- An angle that is 90 degrees exactly.

3 3 types of triangles by sides Scalene triangle- A triangle with all opposite sides. Isosceles triangle- A triangle with 2 sides the same and one different. Equallateral triangle- A triangle with all sides the same.

4 3 types of triangles by angle Right triangle- A triangle with one right angle. Obtuse triangle- A triangle with a angle obtuse. Acute triangle- A triangle with a acute angle.

5 Lines Parallel lines- A set of 2 lines that are equal. Perpendicular lines- Meeting of a given line of surface at right angles. Intersecting lines- Two or more lines that intersect.

6 Congruent An object that is the same size and shape as the other.

7 Adjacent An angle that shares a common line with another.

8 Vertical Angles Verticle angle- A vertical angle is opposite angles that are equal. The vertical angle is where the arrow is.

9 Supplementary Angle A angle with one side of the angle is different from the other. A supplementary angle must add up to 180 degrees.

10 Complementry angles Complementry angle- An angle that is inside an 90 degree angle. The arrow is the complmentry angle.

11 Types of Quadrilaterals with Characteristics Quadrilateral- When a shape has 4 sides and angles. Square- A shape with 4 equal sides and all angles are at 90 degrees. Rectangle- A shape with 2 pairs of equal side and all angle are 90 degrees. Rhombus- A shape with 2 pairs of parallel sides and 2 angles of more and less than 90 degrees.

12 Types of Quadrilaterals with Characteristics. Trapizoid- A shape with only 2 sides the same and others different andangles more or less than 90. Parallelogram- Ashape with any lenght of sides and angles. Characteristics- They all equal 360.

13 Parts of a circle Circumference- The perimeter around a circle. Diameter- A straight line that goes through the center of the circle from one side to the other. Radius- Distance from the middle of the circle to the end point.

14 Permimeter Circumfrance Perimeter- The distance around anything but a circle. Circumference- The distance around a circle. 8 cm. 4 cm. 5 cm. 6 cm. 8+6+4+5= Permimeter 22 cm.= circumference

15 Area of many shapes Triangle- The way you find the area for a triangle is by base times height. Square- The way you find the area for a square is side times side. Rectangle- The way you find the area for a rectangle is lenght times width. Rhombus- It is the same area formula for as rectangle.

16 Area of many shapes Parallelogram- It is the same system as both rhombus and rectangle. Circle- the area for a circle is Pi times radius squared.


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