(1 point) Note: In this problem, scalars are in Z5, the field of integers modulo 5. Solve the system of equations represented by the following augmented matrix, with scalars in Zs. If the solution involves parameters, use the provided spaces. If you need fewer parameters than there are spaces, leave the spaces for the unused parameters blank. To 3 1 42 | 3 2 2 31 2 3 3 24 The general solution to the system is: r x = 0 y= z= 0 w = -4 + 1 + + 0 + 1 + 0 + 1 + 0 + 0 + 0 s + O s + 1 + 1 r, , r, r. (1 point) Note: In this problem, scalars are in Z5, the field of integers modulo 5. Solve the system of equations represented by the following augmented matrix, with scalars in Zs. If the solution involves parameters, use the provided spaces. If you need fewer parameters than there are spaces, leave the spaces for the unused parameters blank. To 3 1 42 | 3 2 2 31 2 3 3 24 The general solution to the system is: r x = 0 y= z= 0 w = -4 + 1 + + 0 + 1 + 0 + 1 + 0 + 0 + 0 s + O s + 1 + 1 r, , r, r