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question prims algorithm to find a minimum spanning tree for the given weighted
question how many edges must be removed to produce the spanning forest of a graph with n vertices m edges and c
question a explain how backtracking can be used to find the way out of a maze given a starting position and the exit
question devise an algorithm for constructing the spanning forest of a graph based on breadth-first
question let g be a connected graph show that if t is a spanning tree of g constructed using depth-first search then an
question show that the length of the shortest path between vertices v and u in a connected simple graph equals the
question use depth-first search to produce a spanning tree for the given simple graph choose a as the root of this
question describe the trees produced by breadth-first search and depth-first search of the complete bipartite graph kmn
question describe the tree produced by breadth-first search and depth-first search for the n-cube graph qn where n is a
question suppose that an airline must reduce its flight schedule to save money if its original routes are as
question find a spanning tree for the graph shown by removing edges in simple
question write a program using milnes formula for integrating a differential equation with equally spaced points assume
question verify that a hermitian matrix is similar to a diagonal matrix and that all its eigenvalues are real hint show
question if n 3 then direct evaluation of takes 12 multiplications and 5 additions how many multiplications and
question determine the number of arithmetic operations necessary to calculate the solution of a linear system of order
question show that choleskis method is applicable whenever the matrix a is of the form bbt with b an invertible
question calculate the number of additions and the number of multiplications necessary to multiply an n times n matrix
question for each of the three operations with matrices namely addition of two matrices multiplication of two matrices
question show that the back-substitution algorithm requires n divisions nn - 12 multiplications and nn - 12
question in the matrix a in exercise find a sequence of permutation matrices which will transform a into the
question for the matrix a given below find a permutation matrix p such thata post multiplication of a by p interchanges
question the function fx e2x - ex - 2 has a zero on the interval 0 1 find this zero correct to four significant digits