3 4 h(n) 5 3 2 3 1 f 4 3 onn n M 4 o 이ab cde 2.

Q: PRINT-OPTIMAL-PARENS(s, i, j){ if (i=j) then print “A”i else{ print “(”…

A: B) Since the matrix chain, multiplication algorithm uses 3 nested loops each iterating linearly thus…

Q: Using a computer with both subsystems and logical divisions is optimal.

A: Introduction: A portion of a more extensive system, such as a unit or device. For example, a disc…

Q: 1 3 5 a 2. Q. For Mst with kruskal's algorithm, number of option(s) in third step is/ are (a) 2 (b)…

A: minimum spanning tree using kruskal :

Q: Find the path from S to G using A* algorithm. Is it optimal ?

A: Find the path from S to G using A* algorithm. Is it optimal ?Basically,A* algorithm is best…

Q: Algorithms and Complexity Determine whether the following expressions hold and justify your answe…

A: The question has been answered in step2

Q: algorithm Trace the dynamic programming for the change-making problem for the denominations 1, 2, 4,…

A: Given, Different types of coins or coins of different denomination such as 1,2,4,5 Certain amount,…

Q: 4. The procedure find-good-value returns, with probability 1-1/n³, a value y that is sandwiched…

A: solution is given through:-

Q: Match the well-formed formula with its complexity (pv q) Choose... (T^ ((¬q) → (r V p))) Choose...…

A: 1).Answer: ∼p→q p∨q is logical equivalent to. p q p∨q ∼p ∼q ∼p→∼q p→∼q p↔q ∼p→q…

Q: Find the shortest path using greedy search from S to one of the goals G1 or G2 S: Initial state,…

A: Given two Goal states and we need to find the shortest state that can be obtained from S to G1 and…

Q: Alpha-Beta Prunes Use alpha-beta prune to find: a) The value of the game, b) The cuts, and c) The…

A: We solving Given Questions related to Alpha-Beta Prunes firstly we know about Alpha-Beta Prunes…

Q: 1. A.,. Give a Big-O estimate that is as good as possible for each of the following functions. (n³ +…

A: A. Big-O estimate for (n^3+n)(logn+n) is O(n^3logn + n^4 + nlogn + n^2)= =O(n^4) Big-O estimate for…

Q: Draw the Karnaugh Map for the optimal Boolean expression below and write the minimized expression.…

A: I have solved this boolean expression using K-Map (Karnaugh Map)  method and provided minimized…

Q: Using the graph shown, describe why a heuristic must be admissible and consistent for A* search to…

A: Let's find out the optimal path by A* Algorithm. We're given the heuristic values as follows:…

Q: *Given the following algorithm, x:=1 for i:=1 to n j:=1 While j<n x:=max (x,i*j) j:=j+1 Return x The…

A: Given Data:-

Q: Alpha-Beta Prunes Use alpha-beta prune to find: a) The value of the game, b) The cuts, and c) The…

A:

Q: Consider a best first search (BFS) algorithm that tries to find the optimal goal state with minimal…

A: Lets see the solution.

Q: alculating the optimal cut of the text t of length n, where we have m cut points given in the field…

A: Write the formula for calculating the optimal cut of the text t of length n, where we have m cut…

Q: Consider 7 items along their respective weights and values I = I1, I2, I3, I4, I5, I6, I7 W =…

A: The capacity of knapsack W=15. Find the optimal solution of the fractional knapsackproblem. What is…

Q: Solve the following recurrence by Master Theorem if applicable. Also find the efficiency class to…

A:

Q: 1. Please analyze the time complexity T(n) where the symbol n denotes the size of the input. (1)…

A: Here we start with substituting the values of n , and further moving to the higher values , form the…

Q: Implement Fraction Knapsack Algorithm in C that will find the maximum profit with optimal…

A: Answer : #include &lt;bits/stdc++.h&gt;   using namespace std;   // Structure for an item which…

Q: Consider a best first search (BFS) algorithm that tries to find the optimal goal state with minimal…

A: Please upvote for my efforts ! Answer:   1 True

Q: 0 min Dijkstra's algorithm to find the optimal route from A to J.

A: Table:   N D(A)p(A) D(B)p(B) D(C)p(c) D(D)p(D) D(E)p(E) D(F)p(F) D(G)p(G) D(H)p(H) D(I)p(I)…

Q: he heuristic path algorithm is a best-first search in which the objective function is f(n) = (4…

A: When the value of w is as follows: O≤w≤1, then the algorithm will be optimal. if w ≤ 1, then the…

Q: Question 1 Consider the following greedy algorithm for knapsack packing. (a) Sort items in…

A: That one was decided to implement a greedy approach. As a result, if our answer isn't ideal, there…

Q: Does a greedy algorithm always find an optimal solution? Justify your answer.

A: Greedy algorithm A greedy algorithm is a simple algorithm mainly used in optimization problems. It…

Q: Q3. a) What is the formula used in the A* algorithm to estimate the cost of a path and how does it…

A: Answer is given below-

Q: Consider the following function. G(s1, ..., sn): For i E {1, ..., n} For jE {1, ..., n} wi,j = si e…

A: So answer of both questions are given below

Q: Given the code below: def foo(a, b=[1]): if a <= 1: return b b_new - [b[i] + b[i+1] for i in…

A: T(n) = 2T(n/2) + c T(n) = 2T(n/2) + c T(n) = 2T(n Using master theroem as a guide,   As a result,…

Q: Q: Apply the dynamic algorithm of Knapsack problem for the following inputs. Knapsack of capacity W…

A: Knapsack Algorithm follows the following steps: Put these items in a knapsack of capacity W, given…

Q: Use master theorem to solve the following "2 + (2 / n)ד "2 = (Th O On? log n) O 0(2") O O(n) O Dose…

A: We compare the given recurrence relation with T(n) = aT(n/b) + θ (nklogpn).   Then, we have  observe…

Q: locations in A. The worst-case number of probes performed by an optimal algorithm is

A: Here, in this question as we can see each 0s are followed by 1s so, we can have sorted sequence and…

Q: 3- Get the optimal rote by dynamic programming. B 2.

A: This problem can be solved by using travelling sales man problem travelling sales man problem A…

Q: The optimal solution (Profit) to the Knapsack instance, N = 7; m = 15; = = is %3D (Answer upto 1…

A: Introduction :Given , Knapsack instance N= 7  and m= 15.We have to find optimal sol.(profit)

Q: Calculate the optimal path from g to a using Dijkstra’s algorithm

A: First lets understand the process of Dijkstra's algorithm to find shortest path between two nodes:…

Q: Question 2: Carry out the Two Optimal Method and the Closest Insertion Method for the Travelling…

A: Pseudo code: Initialize: Pick a vertex ui ∈ V (G)Form a path P = {ui} and put T = V (P).Iteration:1.…

Q: A school is creating class schedules for its students. The students submit their requested courses…

A: A school is creating class schedules for its students. The students submit their requested courses…

Q: def foo(a, b=[1]): if a <= 1: return b b_new [b[i] + b[i+1] for i in range(len(b)-1)] return…

A: Explanation about function: A function foo with variables a and b are included in the given code.…

Q: Q; Solve the following recurrence by Master Theorem if applicable. Also find the efficiency class to…

A: The ask is to solve the given recurrence by Master Theorem T(n) = 4T(n/6)+n, T(1)=1

Q: Given an array of intervals I[1, . . . , n] where I[i] = [si, fi], find the minimum number of…

A: Define subproblem: If the intersection of two intervals [a, b] and [c, d], where a=b and c=d, is not…

Q: Question 31 An optimal solution is only optimal with respect to a particular mathematical model that…

A: An optimal solution to a straight program is the solution which fulfills all requirements with most…

Q: What will be the result of brute algorithm if there are five students {B1,B2,G1,B3,G2 }. There are…

A: Given: We are given a problem in which we have 4 students named as B1,B2,B3,G1, and G2 are there.…

Q: True or False? 1. Simulated Annealing can escape local optima. 2. Simulated Annealing with a…

A: We are giving the answer to each question in the next step with explanation

Q: Consider a best first search (BFS) algorithm that tries to find the optimal goal state with minimal…

A: The heuristic function h(n) is called allowable in case h(n) is never bigger than h*(n), to be…

Q: 33. Use the Backtracking algorithm for the 0-1 Knapsack problem (Algorithm 5.7) to maximize the…

A: answer is below-

Q: Consider the Coin Changing problem: Given n coin denominations 0 d, and find the values dd Describe…

A: coin change(d, n, k)  M[n+1]  M[0] = 0   for j in 1 to n    minimum = INF     for i in 1 to k…

Q: The monotone restriction (MR) on the heuristic function is defined as h (nj ) 2 h (ni ) – c (ni ,…

A: The Highlighted path is the best first path chosen uisng best first search algorithm. Blue circle…

Q: The Optimal solution is : * a path from the initial state to a state satisfying the goal test This…

A: First, let's discuss a bit about the optimal solution. An optimal solution is the best possible…

Q: The heuristic path algorithm is a best-first search in which the objective function is f(n)= (w+2) *…

A: f(n) = (w+2)g(n) + (2w-6)h(n),  Here 1&lt;=w&lt;=16…