QUIZ DEL VOLUMEND DE UN PARALELEPÍPEDO.

PREGUNTA 1)
Pregunta[br]¿El triple producto escalar puede dar un valor negativo?[br]A.SI[br]B.NO[br][br](Autor: Miguel Ardila.)
PREGUNTA 2)
Encuentra el volumen del paralelepípedo que esta compuesto por lo siguientes vectores: [br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img][br][img]data:image/png;base64,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[/img][br][br](Autor: Nicolas Herrera.)
Close

Information: QUIZ DEL VOLUMEND DE UN PARALELEPÍPEDO.