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1 True/False - University of Colorado Boulder

1 True/FalseTrue or false: Answers in blue. Justification is given unless the result is a directstatement of a theorem from the If a system of equations has fewer equations than unknowns, then it has infinitelymany ; it could have no IfAin ann mmatrix, then rank(A) IfAin ann nmatrix andA~x=~0, then~x=~ ; this is only true if rank(A) =n. ,[1 11 1][1 1]=[00]4. If a square matrix has two equal columns, then it is not If a square matrix has two equal rows, then it is not rref(A) will have a row of zeroes, so rref(A)6= There exists a 2 2 matrixAsuch that rank(A) = ; the zero There exists a 2 2 matrixAsuch that rank(A) = ; rank(A) IfAandBaren nmatrices, then (AB)2= ; only true ifAB=BA. Otherwise, (AB)2= For alln nmatricesA,B, andC, (AB)C=A(BC). A matrix of the form[a bb a]witha2+b2= 1 must be det(A) = 1.

1 True/False True or false:Answers in blue. Justi cation is given unless the result is a direct statement of a theorem from the book/homework. 1.If a system of equations has fewer equations than unknowns, then it …

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