IMPORTANT DEFINITIONS ABOUT ANGLES AND LINES :
*Parallels lines : they are lines wich never interset themselves, so all the points are equidistance.
*Perpendicular: they are lines wich meet forming 4 right angles:
*Oblique: they are lines wich are not parallels noither perpendicular.
*Angles: it is a figured formed by two rays (sides of angles) sharing a common endpoint (vertex)
TYPES OF ANGLES:
*Complementary angles : they are angles couples of angles wich sum is 90º.
*Suplementary angles: they are couple of angles wich sum is 180º
*Addyacent angles: they are angles that share one side and the vertex
*Right angle:
*Obtuse angle:
*Acute:
*Flat:
*Complet:
*Zero:
THE ANGLE BISECTOR
*It´s an angle that is divide into parts equals.
GRADE OF ANGLES
15º.
30º.
45º.
60º.
120º.
150º.
THE POLIGONS:
NUMBER OF SIDES
- Triangle (3)
- Cuadrilaterals (4)
- Pentagon (5)
- Hexagon (6)
- Heptagon (7)
- Octogon (8)
- Decagon (10)
- Dodecagon (12)
TYPES
- Concave
- Convex
- Star polygon
- Regular
- Irregular
- Inside
- Given the side
- Other Items
ELEMENTS
- Sides
- Diagonal
- Vertex
- Altitude
*Star polygon: It´s a particular polygon case with a star shape, created out of linking together non consecutive vertex.
*Inscribed:They´re polygons place inside circle soo all vertex of the polygon are placed on a circle.
*Circunscribed: They´re polygons sorrounding a circle, being its sides tangent to the circle inside.
*Equiangular: all their corner angles or vertex are equal.
*Equilateral: all edges or sides are of the same lenght.
*Regular: All their vertex, angles and sides are equal.
*Irregular: show different angles and lenght for their sides.
IMPORTANT DEFINITIONS ABOUT TRIANGLES
*Triangle: It´s a flat figure with three sides and three angles.
ACORDING TO THE SIDES:
CONSTRUCTION AN EQUILATERAL TRIANGLE:
c = 3 cm
DO THE EQUILATERAL TRIANGLE WHEN YOU KNOW THE RADIOUS:
R= 2 cm.
CONSTRUCTION AN ISOSCELES TRIANGLE WHEN I KNOW 2 SIDES.
a=3 in
c/b= 5 in
No comments:
Post a Comment