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38272231
Triangles: concepts, properties and types
Descripción
This is a conceptual map that encloses the main concepts of triangles, essential in the understanding of polygons and their properties.
Sin etiquetas
triangles
concepts
properties
types
plane geometry
geometria plana
licenciado
Diagrama por
Luis Fernando Madrid Martínez
, actualizado hace más de 1 año
Más
Menos
Creado por
Luis Fernando Madrid Martínez
hace casi 2 años
8
0
0
Resumen del Recurso
Nodos de los diagramas
Triangles
represent
are
divided into
Simpler ways
of
Polygons
Three sides
of
Three segments
also
that are
Linked end to end
that form
Three internal angles
Three vertices
that
Extended
form
Three external angles
are
Equal
to the
Sum
of the
Non-adjacent interior angles
together
Add up 180˚
are
Points where they coincide
constitute
The area
Is equal to
(base × height)/2
According to internal angles
special cases
According to the length of its sides
Acute triangle
Right triangle
Obtuse triangle
has
3 angles < 90°
has
1 angles = 90°
has
1 angle > 90°
Equilateral acute triangle
has
3 angles < 90° 3 sides =
Acute isosceles triangle
has
3 angles < 90° 2 sides = and 1 ≠
Scalene acute triangle
has
3 angles < 90° 3 sides ≠
Isosceles right triangle
has
1 angles = 90° 2 sides = and 1 ≠
Scalene right triangle
has
1 angles = 90° 3 sides ≠
Isosceles obtuse triangle
has
1 angle > 90° 2 sides = and 1 ≠
has
1 angle > 90° 3 sides ≠
Equilateral triangle
Isosceles triangle
Scalene triangle
has
3 sides =
has
2 sides = and 1 ≠
has
3 sides ≠
in which
The largest
is the
Opposite of the largest angle
Scalene obtuse triangle
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