

Vectores Tridimensionales
Presentation
•
Physics
•
1st - 2nd Grade
•
Practice Problem
•
Medium
jhosep jimenez
Used 5+ times
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6 Slides • 2 Questions
1
Vectores Tridimensionales

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Concepto
Es un elemento que pertenece a un espacio vectorial respecto a los reales, este vector tiene modulo dirección y sentido si solo si
la suma de dos vectores da otro vector
el producto de un vector por un escalar es otro vector
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4
Propiedades para la suma
u + v = c La suma es otro vector
(u+v)+w = u+(v+w) Ley asociativa
u + 0 = u Existe un elemento neutro
u+(-u)=0 Existe un elemento opuesto de (u)
u + v = v + u Ley conmutativa
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Vectores Base
Los vectores base son: i, j, k
Son vectores base por que son independientes no se puede formar un ángulo de 90º entre ellos , teniendo un modulo 1
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Como graficar un vector tridimensional
Un vector tridimensional tiene componentes i, j, k, siguiendo sus coordenadas graficamos el vector tridimensional
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Multiple Choice
¿cuando existe un vector tridimensional?
cuando pertenece a un espacio vectorial respecto a los reales
cuando se suman los vectores en las coordenadas "x" y "y"
Ninguno
8
Multiple Choice
¿ Cual es la ley conmutativa en las propiedades de la suma ?
u + v = c
(u+v)+w = u+(v+w)
u + v = v + u
u + 0 = u
Vectores Tridimensionales

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