Las coordenadas del punto medio A ( 2 , 4 ) B ( 6 , 10 ) A\left(2,4\right)\ \ \ \ B\left(6,10\right) A ( 2 , 4 ) B ( 6 , 1 0 )

( 4 , 7 ) \left(4,7\right) ( 4 , 7 )

( 8 , 14 ) \left(8,14\right) ( 8 , 1 4 )

( − 2 , − 3 ) \left(-2,-3\right) ( − 2 , − 3 )

Las coordenadas del punto medio A ( − 3 , 7 ) B ( 1 , − 2 ) A\left(-3,7\right)\ \ \ \ B\left(1,-2\right) A ( − 3 , 7 ) B ( 1 , − 2 )

( − 1 , 2.5 ) \left(-1\ ,\ 2.5\right) ( − 1 , 2 . 5 )

( − 2 , − 5 ) \left(-2,-5\right) ( − 2 , − 5 )

( 2 , 2.5 ) \left(2\ ,\ 2.5\right) ( 2 , 2 . 5 )

Las coordenadas del punto medio A ( 0 , 4 ) B ( 6 , 0 ) A\left(0,4\right)\ \ \ B\left(6,0\right)\ A ( 0 , 4 ) B ( 6 , 0 )

( 3 , 2 ) \left(3,2\right) ( 3 , 2 )

( 6 , 4 ) \left(6,4\right) ( 6 , 4 )

( − 3 , − 2 ) \left(-3,-2\right) ( − 3 , − 2 )

La coordenada para P de trisección es A ( 1 , 8 ) B ( 5 , 2 ) A\left(1,8\right)\ \ B\left(5,2\right) A ( 1 , 8 ) B ( 5 , 2 )

( 2.3 , 6 ) \left(2.3\ ,\ 6\right) ( 2 . 3 , 6 )

( 1 , 4.6 ) \left(1\ ,\ 4.6\right) ( 1 , 4 . 6 )

( 2 , 5 ) \left(2,\ 5\right) ( 2 , 5 )

La coordenada para P´ de trisección es A ( 1 , 8 ) B ( 5 , 2 ) A\left(1,8\right)\ \ B\left(5,2\right) A ( 1 , 8 ) B ( 5 , 2 )

( 3.6 , 4 ) \left(3.6\ ,\ 4\right) ( 3 . 6 , 4 )

( 3 , 4 ) \left(3,4\right) ( 3 , 4 )

( 2.3 , 6 ) \left(2.3\ ,\ 6\right) ( 2 . 3 , 6 )

Las coordenadas del punto P de trisección A ( 6 , 4 ) B ( 10 , 9 ) A\left(6,4\right)\ \ \ B\left(10,9\right) A ( 6 , 4 ) B ( 1 0 , 9 )

( 7.3 , 5.6 ) \left(7.3\ ,\ 5.6\right) ( 7 . 3 , 5 . 6 )

( 8.6 , 7.3 ) \left(8.6\ ,\ 7.3\right) ( 8 . 6 , 7 . 3 )

( 4 , 4.3 ) \left(4\ ,\ 4.3\right) ( 4 , 4 . 3 )

Las coordenadas del punto P' de trisección A ( 6 , 4 ) B ( 10 , 9 ) A\left(6,4\right)\ \ \ B\left(10,9\right) A ( 6 , 4 ) B ( 1 0 , 9 )

( 8.6 , 7.3 ) \left(8.6\ ,\ 7.3\right) ( 8 . 6 , 7 . 3 )

( 7.3 , 5.6 ) \left(7.3\ ,\ 5.6\right) ( 7 . 3 , 5 . 6 )

( 4 , 4.3 ) \left(4\ ,\ 4.3\right) ( 4 , 4 . 3 )

Plano Cartesiano

Authored by Alma Lemus

Mathematics

University

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MULTIPLE CHOICE QUESTION

10 sec • 1 pt

La formula de distancia entre dos puntos es:

MULTIPLE CHOICE QUESTION

10 sec • 1 pt

La formula de Punto medio es:

MULTIPLE CHOICE QUESTION

10 sec • 1 pt

El punto P de trisección es:

MULTIPLE CHOICE QUESTION

20 sec • 1 pt

Las coordenadas para obtener P´ en la trisección es

MULTIPLE CHOICE QUESTION

5 sec • 1 pt

¿Cuantos cuadrantes tiene un plano cartesiano?

Uno

Dos

Tres

Cuatro

MULTIPLE CHOICE QUESTION

10 sec • 1 pt

El eje horizontal del plano cartesiano recibe el nombre de

Ordenadas

Abscisas

MULTIPLE CHOICE QUESTION

10 sec • 1 pt

El eje "y" del plano cartesiano recibe el nombre de

Ordenadas

Abscisas

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Plano Cartesiano

La formula de distancia entre dos puntos es:

La formula de Punto medio es:

El punto P de trisección es:

Las coordenadas para obtener P´ en la trisección es

¿Cuantos cuadrantes tiene un plano cartesiano?

El eje horizontal del plano cartesiano recibe el nombre de

El eje "y" del plano cartesiano recibe el nombre de

Son las coordenadas del Punto A

Son las coordenadas del Punto B

Son las coordenadas del Punto Q

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