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Answer: a
Explanation: The vector product of two vectors is A X B = AB sin θ. n, where n is the unit
normal vector to the plane given by A and B. Their magnitude is given by |A X B|, which
is the area of parallelogram.
True
a) True
Answer: a
Explanation: The vector product of two vectors is A X B = AB sin θ. n, where n is the unit
normal vector to the plane given by A and B. Their magnitude is given by |A X B|, which
is the area of parallelogram.
Answer: a
Explanation: The vector product of two vectors is A X B = AB sin θ. n, where n is the unit
normal vector to the plane given by A and B. Their magnitude is given by |A X B|, which
is the area of parallelogram
Answer: a
Explanation: The vector product of two vectors is A X B = AB sin θ. n, where n is the unit
normal vector to the plane given by A and B. Their magnitude is given by |A X B|, which
is the area of parallelogram.