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Are negative vectors unlike parallel vectors?

Yes, negative vectors are unlike parallel vectors.

Parallel vectors may or may not be of the same magnitude. But, a negative vector is of the same magnitude. 
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    Comment on the statement: Like parallel vectors are equal vectors.
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    What changes take place in the vector when it is replaced parallel to itself without changing its magnitude and direction?
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    Are unlike parallel vectors negative vectors?
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    Can two non-coplanar vectors be parallel vectors?
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