Consider the linear system Ax=b where A is the matrix` [[-4,4,36],[-5,1,29],[1,-1,-9]]`And b is an arbitrary vector` [[b1],[b2],[b3]]`Answer:(Part 1) Is this system solvable for any (Part 2) The system is solvable if vector b satisfies the equation
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Consider the linear system Ax=b where A is the matrix` [[-4,4,36],[-5,1,29],[1,-1,-9]]`And b is an arbitrary vector` [[b1],[b2],[b3]]`Answer:(Part 1) Is this system solvable for any (Part 2) The system is solvable if vector b satisfies the equation
Consider the linear system Ax=b where A is the matrix
` [[-4,4,36],[-5,1,29],[1,-1,-9]]`
And b is an arbitrary vector
` [[b1],[b2],[b3]]`
Answer:
(Part 1) Is this system solvable for any
(Part 2) The system is solvable if vector b satisfies the equation
()b1+()b2+()b3=0
Consider the linear system Ax=b where A is the matrix` [[-4,4,36],[-5,1,29],[1,-1,-9]]`And b is an arbitrary vector` [[b1],[b2],[b3]]`Answer:(Part 1) Is this system solvable for any (Part 2) The system is solvable if vector b satisfies the equation
用增广矩阵啊,这个还是你自己解吧,化简增广矩阵不难吧?