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mathematics
march 2018
8

Mathematics Questions and Answers March 8, 2018

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A.1 (i) Solve the linear system by reducing the augmented matrix to reduced row ech 4 marks 310\" form, indicating the Elementary row operations used at each step: :122 + 4333 = 5 $1+3m2+5m3 = 2 3m + 7:132 + 7583 = 6 2 marks (ii) Check your answer to part (i) by computing the rank of the matrix of coeicients and the rank of the augmented matrix of

please help Solve. 6 v+5 +1549 If all real numbers are solutions, click on "All reals" If there is no solution, click on "No solution". Not AFF solution eals X Continue Type here to search O M

(a) Name the group I and group II variables in the tableau as given. (h) Pivot the tableau about 2, 9, 3, and 1(row 2, column 2) and compute the solution to the resulting tableau. Which solutions are feasible? Which variables are now in group I, and which are in group II? (4:) Which of the solutions is feasible and also increases the value of M

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