Question: Of the following 4-dimensional vectors, decide which ones are factorizable as a tensor product of two 2-dimensional vectors. Factor the ones that are factorizable. For

Of the following 4-dimensional vectors, decide which ones are factorizable as a tensor product of two 2-dimensional vectors. Factor the ones that are factorizable. For the ones that are not, give a brief proof of why they aren't. O A = E = NIH O NIH O DIN OI OI OIN B = C = D = O NIK NIK O OOH
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