Consider the following precedence table and draw the network planv

To draw the network plan, we will follow the precedence rules given in the table. Step 1: Identify initial activities and draw the start node. Activities E, G, and H have no preceding activities, so they all start from a common initial node (Node 1). Step 2: Draw activities with single predecessors. • Activity F is preceded by E. So, F will start after E is completed. • Activity I is preceded by F. So, I will start after F is completed. Step 3: Draw activities with multiple predecessors. • Activity J is preceded by G, H, and I. This means G, H, and I must all be completed before J can begin. We will use a merge node to represent this. Step 4: Complete the network with the final activity and end node. Activity J is the last activity, leading to the final end node. Here is the network plan based on the precedence table: [node distance=2cm, auto, thick] % Nodes (start) [circle, draw] 1; (E_end) [circle, draw, right of=start, xshift=1.5cm] 2; (G_end) [circle, draw, below right of=start, yshift=0.5cm, xshift=0.5cm] 3; (H_end) [circle, draw, below right of=start, yshift=-0.5cm, xshift=0.5cm] 4; (F_end) [circle, draw, right of=E_end, xshift=1.5cm] 5; (I_end) [circle, draw, right of=F_end, xshift=1.5cm] 6; (J_start) [circle, draw, below right of=I_end, yshift=-1.5cm, xshift=-1.5cm] 7; % Merge node for G, H, I (end) [circle, draw, right of=J_start, xshift=1.5cm] 8; % Edges (Activities) [->] (start) -- node E (E_end); [->] (start) -- node G (G_end); [->] (start) -- node H (H_end); [->] (E_end) -- node F (F_end); [->] (F_end) -- node I (I_end); % Merge for J [->] (G_end) -- (J_start); [->] (H_end) -- (J_start); [->] (I_end) -- (J_start); [->] (J_start) -- node J (end); The network plan is shown above. See diagram above Drop the next question 📸