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can you solve this U0001f9d0 #shorts...

can you solve this U0001f9d0 #shorts

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A=[(a,1,0),(1,b,d),(1,b,c)],B=[(a,1,1),(0,d,c),(f,g,h)],U=[(f),(g),(h)],V=[(a^2),(0),(0)] If there is a vector matrix X, such that AX = U has infinitely many solutions, then prove that BX = V cannot have a unique solution. If a f d != 0. Then,prove that BX = V has no solution.