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problemif we can assume that the keys in the list have been arranged in order for example numerical or alphabetical
problem1 one good check for any algorithm is to see what it does in extreme cases determine what sequential search does
problem1 repeat the comparisons of the previous exercise when the items in the list are entries taking 200 words each2
problem1 which of the operations possible for general lists are also possible for queues for stacks2 list three
problem1 supply the following functions test and exercise the text editora nextlineb previouslinec gotoline2 add a
problem1 prepare a file containing implementations of the string methods and the functions for string processing this
problema write a program that will do addition subtraction multiplication and division for arbitrarily large integers
problemwrite c functions to implement the following operations for the first simply linked implementation of a lista
problem1 state the pigeonhole principle2 explain the minimax method for finding the value of a game3 determine the
problem1 what is concurrency2 what important kinds of information does the computer system need to keep while
problem1 how does the space requirement for a recursive function relate to its recursion tree2 what is tail recursion3
problem1 define the term divide and conquer2 name two different ways to implement recursion3 what is a re-entrant
problemdraw the top three levels showing the first two moves of the game tree for the game of tic-tac-toe noughts and
problema variation of the game of nim begins with a pile of sticks from which a player can remove 1 2 or 3 sticks at
problemanother chessboard puzzle this one reputedly solved by gauss at the age of four is to find a sequence of moves
problem1 a superqueen can make not only all of a queens moves but it can also make a knights move see project p4 modify
problem1 by performing backtracking by hand find all solutions to the problem of placing five queens on a 5 times 5
problem1 what is the maximum depth of recursion in the function solvefrom2 starting with the following partial
problemthe greatest common divisor gcd of two positive integers is the largest integer that divides both of them thus
problemin the recursive calculation of fn determine exactly how many times each smaller fibonacci number will be
problemconfirm that the running time1 for the program hanoi increases approximately like a constant multiple of 2n
problemcompare the running times1 for the recursive factorial function written in this section with a nonrecursive
problem1 why should a linked data structure be implemented with an overloaded assignment operator2 discuss some
problem1 why is it important to return an errorcode from the push method of a linked stack2 why should we always add a
problem1 give two reasons why dynamic memory allocation is valuable2 what is garbage3 why should uninitialized pointers