It looks like you've uploaded images containing a task-related scheduling problem. Here's what I see and how I'll help:

1. Image 1: A table describes tasks, their time requirements, and prerequisite tasks. This relates to creating a digraph for scheduling dependencies.
2. Image 2: A question about scheduling the project with two processors using a priority list for tasks $T_1, T_2, \ldots$.

Let me break down the solution step by step:

Step 1: Creating a Digraph (Image 1)

From the table:

• Nodes: Each task is represented as a node.
• Edges: Directed edges connect tasks to their dependencies. For example, $A \to B, A \to C, \ldots$.

I'll describe the digraph:

• Node A has outgoing edges to $B, C, D,$ and $E$.
• Node B has an edge to $F$.
• Nodes D and E both have edges to $G$.

Step 2: Scheduling Tasks Using Two Processors (Image 2)

The priority list for tasks $T_1, T_2, \ldots, T_6$ is provided, likely ordered by dependencies and time. I'll apply a scheduling algorithm (e.g., a greedy approach) to divide tasks between two processors and minimize the makespan.

Would you like me to:

1. Generate a detailed digraph based on Image 1's table?
2. Solve the two-processor scheduling problem in Image 2?
3. Do both steps and explain in detail?

Let me know your preference! 😊

Here are 5 related questions to deepen your understanding:

1. How are dependencies used to construct a digraph in scheduling?
2. What algorithms are commonly used to resolve task scheduling conflicts?
3. How does the priority list impact task assignments across processors?
4. What is the concept of a "critical path" in scheduling?
5. How can task times and dependencies be optimized for better resource allocation?

Tip: To optimize scheduling, always identify independent tasks that can be executed simultaneously!