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Solve the System of Equations Below by the Gaussian Elimination 3t+6u+v8w=313 t + 6 u + v - 8 w = - 31

Question 5

Multiple Choice

Solve the system of equations below by the Gaussian elimination method: 3t+6u+v8w=313 t + 6 u + v - 8 w = - 31 t+3u2v+7w=21t + 3 u - 2 v + 7 w = - 21 7t2u+9v+6w=23- 7 t - 2 u + 9 v + 6 w = 23


A) (33359c+1,12059c6,19359c+2,c) \left( \frac { 333 } { 59 } c + 1 , - \frac { 120 } { 59 } c - 6 , \frac { 193 } { 59 } c + 2 , c \right)
B) (33359c+1,19359c+2,12059c6,c) \left( \frac { 333 } { 59 } c + 1 , \frac { 193 } { 59 } c + 2 , - \frac { 120 } { 59 } c - 6 , c \right)
C) (19359c+2,33359c6,12059c+1,c) \left( \frac { 193 } { 59 } c + 2 , \frac { 333 } { 59 } c - 6 , - \frac { 120 } { 59 } c + 1 , c \right)
D) (12059c6,19359c+1,33359c+2,c) \left( - \frac { 120 } { 59 } c - 6 , \frac { 193 } { 59 } c + 1 , \frac { 333 } { 59 } c + 2 , c \right)
E) no solution

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