Two vectors "A" and "B" are in x-y plane and the angle from the vector B to A is 30°, measured counter-clockwise. The cross product AxB is a vector with the direction: O A. Along the -y axis O B. Along the +y axis O C In the x-y plane O D. Along the +z axis O E. Along the -z axis

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Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Two vectors "A" and "B" are in x-y plane and the angle from the vector B to A is 30°, measured counter-clockwise. The cross product AxB is a vector with the direction:
O A. Along the -y axis
O B. Along the +y axis
O C In the x-y plane
O D. Along the +z axis
O E. Along the -z axis
Transcribed Image Text:Two vectors "A" and "B" are in x-y plane and the angle from the vector B to A is 30°, measured counter-clockwise. The cross product AxB is a vector with the direction: O A. Along the -y axis O B. Along the +y axis O C In the x-y plane O D. Along the +z axis O E. Along the -z axis
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