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problem1 implement the entire queue adt using a singly linked list2 implement the deque adt with a doubly linked list3
problemdesign an adt for a two-color double-stack adt that consists of two stacks-one red and one blue-and has as its
problemimplement a program that can input an expression in postfix notation see exercise c-58 and output its
problem1 implement the stack adt with a doubly linked list2 implement the stack adt using the java arraylist class
problemsuppose bob has four cows that he wants to take across a bridge but only one yoke which can hold up to two cows
problemalice has two queues s and t which can store integers bob gives alice 50 odd integers and 50 even integers and
problemalice has three array-based stacks a b and c such that a has capacity 100 b has capacity 5 and c has capacity 3
problemsuppose you have two nonempty stacks s and t and a deque d describe how to use d so that s stores all the
problempostfix notation is an unambiguous way of writing an arithmetic expression without parentheses it is defined so
problem1 describe a nonrecursive algorithm for enumerating all permutations of the numbers 12n2 show how to use a stack
problemsuppose we have an n times n two-dimensional array a that we want to use to store integers but we dont want to
problem1 give a pseudo-code description for an array-based implementation of the double-ended queue adt what is the
problemsuppose alice has picked three distinct integers and placed them into a stack s in random order write a short
problemsuppose you have a stack s containing n elements and a queue q that is initially empty describe how you can use
problem1 suppose an initially empty stack s has performed a total of 25 push operations 12 top operations and 10 pop
problem1 write a recursive thetan lg n algorithm whose parameters are three integers x n and p and which computes the
problemconsider the following problema suppose we have nine identical-looking coins numbered 1 through 9 and only one
problema tromping is a group of three unit squares arranged in an l-shape consider the following tiling problem the
problemsuppose that in a divide-and-conquer algorithm we always divide an instance of size n of a problem into n sub
problemsuppose that on a particular computer it takes 12n 2 micros to decompose and recombine an instance of size n in
problem1 write algorithms that perform the operations where u represents a large integer m is a nonnegative integer
problemdescribe the output for the following sequence of queue operations enqueue5 enqueue3 dequeue enqueue2 enqueue8
problemsuppose an initially-empty queue q has performed a total of 32 enqueue operations 10 front operations and 15
problemif the queue of the previous problem was implemented with an array of capacity n 30 as described in the chapter
problemdescribe the output for the following sequence of deque adt operations addfirst3 addlast8 addlast9 addfirst5