please assist with this finite math assimgmnent

For the following linear program, solve using the simplex method. In the table, trace the sequence of corner points in the simplex procedure. Beginning with the solution in your initial tableau, record the basic solution, and the value for z. You may not use all of the rows in the table. Maximizez=17x+20y,subjectto7x+10y503x+5y904x+5y105x20,x0,y0 Write your final tableau, and verify it represents the optimal solution. Now, solve the same problem, but use column 1 as the first pivot column, instead of column 2. Record your sequence of pivots in the table below, as you did in Part 1. Notice that this nonstandard procedure increased z by a much higher rate than in Part I and required fewer pivots to find the optimal solution. Recall that the standard procedure is designed to give the maximum increase in z at each pivot. Explain why this was not the case in this example. Write your answer in complete sentences. Consider using a graph to aid your explanation. For the following linear program, solve using the simplex method. In the table, trace the sequence of corner points in the simplex procedure. Beginning with the solution in your initial tableau, record the basic solution, and the value for z. You may not use all of the rows in the table. Maximizez=17x+20y,subjectto7x+10y503x+5y904x+5y105x20,x0,y0 Write your final tableau, and verify it represents the optimal solution. Now, solve the same problem, but use column 1 as the first pivot column, instead of column 2. Record your sequence of pivots in the table below, as you did in Part 1. Notice that this nonstandard procedure increased z by a much higher rate than in Part I and required fewer pivots to find the optimal solution. Recall that the standard procedure is designed to give the maximum increase in z at each pivot. Explain why this was not the case in this example. Write your answer in complete sentences. Consider using a graph to aid your explanation