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If a and b are two non collinear vectors; then every vector r coplanar with a and b can be expressed in one and only one way as a linear combination: xa+yb=0.
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SOLVED: b) vector field is uniquely characterized by its divergence and curl. All vector fields can be classified in terms of their vanishing O non-vanishing divergence O curl For the following example
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Prove that there is only one and one way in which a given vector can be resolved in given directions
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