Let L be a linear map between linear spaces U and V, such that
L: U...
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Let L be a linear map between linear spaces U and V, such thatL: U -> V and let l_{ij} be the matrix associated with L w.r.tbases {u_i} and {v_i}. Show l_{ij} changes w.r.t a change of bases(i.e u_i -> u'_i and v_j -> v'_j)
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