Presentation is loading. Please wait.

Presentation is loading. Please wait.

Bell Work The length of segment AB is 5 ⅙ cm and the length of segment BC is 9 ⅕ cm. What is the length of segment AC?

Similar presentations


Presentation on theme: "Bell Work The length of segment AB is 5 ⅙ cm and the length of segment BC is 9 ⅕ cm. What is the length of segment AC?"— Presentation transcript:

1 Bell Work The length of segment AB is 5 ⅙ cm and the length of segment BC is 9 ⅕ cm. What is the length of segment AC?

2 Bell Work Answer 5 ⅙ + 9 ⅕ = 5 5/30 + 9 6/30 = 14 11/30

3 Lesson 2: Angles, polygons, triangles and quadrilaterals

4 If two lines cross we say that they intersect
If two lines cross we say that they intersect. The place where the lines intersect is called the point of intersection.

5 Two lines in the same plane either intersect or do not intersect
Two lines in the same plane either intersect or do not intersect. If two lines in the same plane do not intersect, we say that the lines are parallel.

6 If two lines make square corners at the point of intersection we say that the lines are perpendicular. The angles made by the perpendicular lines are called right angles.

7 Two right angles form a straight angle.

8 Acute Angle* An angle smaller than a right angle.

9 Obtuse Angle* An angle greater than a right angle but less than a straight angle.

10 If a right angle is divided into 90 parts, we say that each part has a measure of 1 degree. Thus, a right angle has a measure of 90 degrees which can also be written as 90°.

11 Two right angle form a straight angle
Two right angle form a straight angle. Thus, a straight angle has a measure of what? What would 4 right angles have a measure of?

12

13 Polygon*: A special kind of geometric figure with more than one angle.

14 Examples of non-polygons
Line segments cannot cross. Polygons have to be closed. Circles are not polygons.

15 Polygon Examples: Triangle 3 sides 3 vertices Pentagon Quadrilateral

16 Polygon Examples Hexagon 6 sides 6 vertices Heptagon 7 sides
Octagon 8 sides 8 vertices

17 Polygon Examples Dodecagon Decagon Nonagon Undecagon

18 Concave*: When a polygon has an indentation or a cave.

19 Convex*: Any polygon that does not have an indentation.

20 If all the sides of a polygon have the same length, the polygon is called equilateral.

21 If all the angles of a polygon have the same measure, the polygon is called equiangular.

22 If all the sides have the same length and all the angles have the same measure then the polygon is called regular.

23 A regular triangle is called equilateral
A regular triangle is called equilateral. What would a regular quadrilateral be called?

24 Triangles: Contain 3 sides and 3 angles
Triangles: Contain 3 sides and 3 angles. The sum of the measures of the three angles will always add up to 180 degree.

25 If a triangle has a right angle, the triangle is a right triangle.

26 If all angles have a measure less than 90 degrees, the triangle is acute.

27 If one angle is greater than 90 degrees, the triangle is obtuse.

28 An equiangular triangle is when all the angles are equal
An equiangular triangle is when all the angles are equal. If a triangle’s angles always add up to 180°, then what is the measure of each angle?

29 How are each of these triangles classified?

30 Practice:

31 Matching: Parallelogram, trapezoid, rectangle, rhombus, square

32 Practice: A, B and C on Page 8

33 HW: Lesson 2 #1-30


Download ppt "Bell Work The length of segment AB is 5 ⅙ cm and the length of segment BC is 9 ⅕ cm. What is the length of segment AC?"

Similar presentations


Ads by Google