NOTA RINGKAS
1. CHAPTER 1 : LINES AND ANGLES II
2. CHAPTER 2 : POLYGONS II
Names of Polygons
|
Name
|
Sides
|
Interior
Angle
|
Exterior
Angle
|
|
Triangle (or Trigon)
|
3
|
60°
|
120°
|
|
Quadrilateral (or Tetragon)
|
4
|
90°
|
90°
|
|
5
|
108°
|
72°
|
|
|
6
|
120°
|
60°
|
|
|
Heptagon (or
Septagon)
|
7
|
128.571°
|
51.429°
|
|
Octagon
|
8
|
135°
|
45°
|
|
Nonagon (or
Enneagon)
|
9
|
140°
|
30°
|
|
Decagon
|
10
|
144°
|
36°
|
3. CHAPTER 3 : CIRCLES II
Definitions related to circles:
Arc: A continuous piece of a circle is called an arc. In other words, any portion of the circumference of a circle is called an arc.
Chord: A straight line joining any two points on the circumference of a circle is called a chord.
Circumference: The perimeter of a circle is called its circumference
Diameter: Any straight line drawn through the centre and terminating at both ways by the circumference is called a diameter.
Radius: The constant distance of every point on the circle from its centre is called the radius of the circle. It is half of the diameter.
Sector: A sector is that part of a circle, which lies between an arc and two radii joining the extremities of the centre. The most important sector is a quadrant, which is one-fourth of the circle.
Tangent of a circle: It is a line perpendicular to the radius that touches only one point on the circle.




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