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XEOMETRÍA PLANA

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XEOMETRÍA PLANA

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About this activity

INTRODUCCIÓN A LOS TRAZADOS GEOMÉTRICOS BÁSICOS

Created by

EZEQUIEL VILLALBA GANCEDO
EZEQUIEL VILLALBA GANCEDO
Spain
This game is a version of
GEOMETRÍA PLANA

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XEOMETRÍA PLANA
 

XEOMETRÍA PLANAOnline version

INTRODUCCIÓN A LOS TRAZADOS GEOMÉTRICOS BÁSICOS

by EZEQUIEL VILLALBA GANCEDO
A
B
C
D
E
F
G
H
I
K
L
M
N
O
P
Q
R
S
T
U
V
X
Z

Empieza por A

Espazo comprendido entre dúas semirrectas que coinciden nun punto chamado vértice

Empieza por B

Semirrecta que divide un ángulo en dous ángulos iguais

Empieza por C

Ferramenta de debuxo que serve para transportar medidas e trazar arcos

Empieza por D

Segmento que divide unha circunferencia en dúas partes iguais

Empieza por E

Ferramenta de debuxo que conten dous ángulos de 45º

Contiene la F

Metade dunha circunferencia.

Contiene la G

Ángulo de menos de 90º

Empieza por H

Perpendicular a unha recta vertical

Empieza por I

Polígono construido a partir do raio que ten os vértices na circunferencia.

Empieza por K

100.000 centímetros son 1...

Empieza por L

Segmento que une vértices consecutivos du polígono.

Empieza por M

Recta que divide un segmento en dúas partes iguais e forma catro ángulos rectos.

Contiene la N

Polígono limitado por tres rectas que se cortan 2 a 2.

Empieza por O

Curva plana pechada formada por 4 arcos de circunferencia con dous eixos de simetría.

Empieza por P

Suma da medida dos lados dun polígono

Contiene la Q

Triángulo que ten os seus tres lados e ángulos iguais

Empieza por R

Sucesión de puntos cunha mesma dirección

Empieza por S

Fragmento de recta limitada por dous puntos nos seus extremos

Empieza por T

Teorema para a división de segmentos

Contiene la U

Rectas que están nunha posición distinta da vertical ou horizontal

Contiene la V

Lugar xeométrico onde se cortan os lados dun polígono.

Contiene la X

Rama das matemáticas que estuda as propiedades, as medidas e as relaciones de puntos, liñas, planos e sólidos no espazo

Contiene la Z

É o cuadrilátero máis irregular. Ten todos os seus elementos desiguais: lados desiguais, ángulos desiguais, diagonais desiguais, oblicuas e non se bisecan. Non ten ningún lado paralelo.

 
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