Show that CROSS product of any two vectors can be written in determinent form.
and
show that dot product of any two vectors can be written in scalar vector form
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Show that CROSS product of any two vectors can be written in determinent form.
and
show that dot product of any two vectors can be written in scalar vector form
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Answer:
In 1877, to emphasize the fact that the result of a dot product is a scalar while the result of a cross product is a vector, William Kingdon Clifford coined the alternative names scalar product and vector product for the two operations.
Explanation:
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