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[/img]
[b] Propiedades del producto de un escalar por un 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[/img][br][/b]Tomado del trabajo de [url=https://www.dspace.espol.edu.ec/bitstream/123456789/5241/1/Precalculo%20de%20Villena%20-%2001%20-%20Vectores.pdf]Moisés Villena[br][/url][b][br][/b]
¿El producto de un escalar por un vector es lo mismo que el producto escalar?
Se tiene la siguiente operación 3u=3(i,-3j,-6k)=(3i,-9j,-18K). ¿Qué relación el vector u y el vector resultante?