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//node or NULL if there is no second node while (temp != NULL) { back->setLink( new Node<T>(temp->getData( ), NULL)); back = back->getLink( ); temp = temp->getLink( ); } //back->link == NULL; return *this; } }
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19 using namespace ListNodeSavitch;
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using namespace QueueSavitch; template<class T> bool inQ(Queue<T> q, T target) { Queue<T>::Iterator i; i = qbegin( ); while ((i != qend( )) && (*i != target)) i++; return (i != qend()); }
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Note that the following return statement does not work, since it can cause a dereferencing of NULL, which is illegal The error would be a runtime error, not a compiler error
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return (*i == target);
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20 The template class SearchTree needs function declarations added These are just the definitions
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template<class T> //uses iostream: void SearchTree<T>::preorderShow( ) const { preorderShow(root); } template<class T> //uses iostream: void SearchTree<T>::preorderShow( TreeNode<T>* subTreeRoot) const { if (subTreeRoot != NULL) { cout << subTreeRoot->data << " "; preorderShow(subTreeRoot->leftLink);
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preorderShow(subTreeRoot->rightLink); } }
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template<class T> //uses iostream: void SearchTree<T>::postorderShow( ) const { postorderShow(root); } template<class T> //uses iostream: void SearchTree<T>::postorderShow( TreeNode<T>* subTreeRoot) const { if (subTreeRoot != NULL) { postorderShow(subTreeRoot->leftLink); postorderShow(subTreeRoot->rightLink); cout << subTreeRoot->data << " "; } }
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1 Write a void function that takes a linked list of integers and reverses the order of its nodes The function will have one call-by-reference parameter that is a pointer to the head of the list After the function is called, this pointer will point to the head of a linked list that has the same nodes as the original list but in the reverse of the order they had in the original list Note that your function will neither create nor destroy any nodes It will simply rearrange nodes Place your function in a suitable test program 2 Write a function called mergeLists that takes two call-by-reference arguments that are pointer variables that point to the heads of linked lists of values of type int The two linked lists are assumed to be sorted so that the number at the head is the smallest number, the number in the next node is the next smallest, and so forth The function returns a pointer to the head of a new linked list that contains all the nodes in the original two lists The nodes in this longer list are also sorted from smallest to largest values Note that your function will neither create nor destroy any nodes When the function call ends, the two pointer variable arguments should have the value NULL 3 Design and implement a class that is a class for polynomials The polynomial
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will be implemented as a linked list Each node will contain an int value for the power of x and an int value for the corresponding coefficient The class operations should include addition, subtraction, multiplication, and evaluation of a polynomial Overload the
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operators +, , and * for addition, subtraction, and multiplication Evaluation of a polynomial is implemented as a member function with one argument of type int The evaluation member function returns the value obtained by plugging in its argument for x and performing the indicated operations Include four constructors: a default constructor, a copy constructor, a constructor with a single argument of type int that produces the polynomial that has only one constant term that is equal to the constructor argument, and a constructor with two arguments of type int that produces the one-term polynomial whose coefficient and exponent are given by the two arguments (In the previous notation the polynomial produced by the one-argument constructor is of the simple form consisting of only a0 The polynomial produced by the two-argument constructor is of the slightly more complicated form anxn) Include a suitable destructor Include member functions to input and output polynomials When the user inputs a polynomial, the user types in the following:
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