The matrix A is 3X3 the system Ax 332 311 527 is consistent
The matrix A is 3X3, the system Ax= [ 3.32 -3.11 5.27] is consistent. Let p be a solution to this system. Give the second component of Ap. There are four sets below, with the number to the left of each set. Create a number from these numbers based upon which sets are linearly dependent. Foe example, if the only sets that are linerly dependent are 2,3,7, and 8, then create the number 2378, and give this as your answer.
Solution
Ans(4):
Process is same as explained by previous expert to check for linearly dependent/ independent.
only first choice is linearly dependent.
so answer will be 2345678
![The matrix A is 3X3, the system Ax= [ 3.32 -3.11 5.27] is consistent. Let p be a solution to this system. Give the second component of Ap. There are four sets The matrix A is 3X3, the system Ax= [ 3.32 -3.11 5.27] is consistent. Let p be a solution to this system. Give the second component of Ap. There are four sets](/WebImages/15/the-matrix-a-is-3x3-the-system-ax-332-311-527-is-consistent-1023018-1761529344-0.webp)