Question: Given a directed acyclic graph G = (V, E) with node set V and weighted edge set E, where each edge e E has

Given a directed acyclic graph G = (V, E) with node set V and weighted edge set E, where each edge e E has a value w(e) as its weight. Use dynamic programming to find a longest weighted simple path from node s to node t. You can assume the graph is represented using adjacent lists, i.e. for node u, G. Adj(u) contains all the nodes connected from u. (1) Formulate the recursive relation of the optimal solution, (2) Design a bottom-up algorithm to calculate the longest weighted simple path, (3) Analyze the complexity of your algorithm.

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