Vectors C and D have magnitudes of 3 units and 4 units, respectively. What is the angle between the directions of C and D if the magnitude of the vector product C x D equal is zero? 30 90 60 160

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Chapter1: Units, Trigonometry. And Vectors
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Vectors C and D have magnitudes of 3 units and 4 units, respectively. What is the angle between the
directions of C and D if the magnitude of the vector product C x D equal is zero?
30
90
60
160
Transcribed Image Text:Vectors C and D have magnitudes of 3 units and 4 units, respectively. What is the angle between the directions of C and D if the magnitude of the vector product C x D equal is zero? 30 90 60 160
Angle between two vectors A and B is 0. The cross product of the two vectors A x B is:
Oa quantity that has magnitude ABsin 0 but no direction.
a quantity that has magnitude ABcos 0 but no direction.
Oa quantity that has magnitude ABsin 0 and direction determined by right hand rule.
a quantity that has magnitude AB cos 0 and direction determined by right hand rule.
Transcribed Image Text:Angle between two vectors A and B is 0. The cross product of the two vectors A x B is: Oa quantity that has magnitude ABsin 0 but no direction. a quantity that has magnitude ABcos 0 but no direction. Oa quantity that has magnitude ABsin 0 and direction determined by right hand rule. a quantity that has magnitude AB cos 0 and direction determined by right hand rule.
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