It looks like you've uploaded an image of a simplex tableau problem, and the question involves finding the particular solution and analyzing pivot operations.

Here’s how we can break down the question:

• (a) Asks to find the particular solution corresponding to the transformed tableau.
• (b) Is asking for a value related to the tableau.
• (c) Is about identifying the second row, first column value.
• (d) Focuses on the second row, second column.
• (e) Is about determining which pivot operation increases $M$ the most.

Let me know if you'd like a deeper breakdown of how to approach these steps, or if you'd like me to work through the entire solution!

Do you have any specific part of the problem you'd like more help with?

Here are some related questions to think about:

1. How do you select pivot elements in the simplex method?
2. What does the tableau represent in linear programming?
3. How do you determine the optimal solution from a tableau?
4. What are the steps to perform a pivot operation?
5. How does the simplex method work when solving for particular solutions?

Tip: When working with simplex tableaux, always ensure the right-hand side of the tableau remains non-negative as you perform pivot operations.