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Within the whi le loop, the subarray from a [ f irs t ] to a [ 1 as t ] is bisected by mid. If key < a [mid] then key cannot be in the second half of the array, so last is reset to mid-l to reduce the scope of the search to the first half. Otherwise, if key > a [mid] , then key cannot be in the first half of the array, so firs t is reset to mid+ 1 to reduce the scope of the search to the second half. If both conditions are false, then key = = a [mid] and we can return. Here is the test template<class sample T> int search(T [I, T, int, int); "Adams","Black","Cohen","Davis","Evans","Frost", "Green","Healy","Irwin","Jones","Kelly","Lewis"};
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main0 { String name; while (tin >> name) { int location = search(names,
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if (location == -1) tout << name << ' is not in list.\n"; else tout << name << ' is in position ' << location << endl;
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Implement and test a template for generating Queue classes. A queue works like a stack, except that insertions are made at one end of the linear structure and removed from the other end. It simulates an ordinary waiting line.
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Like the implementation of the Stack template, this implementation uses an array data of s i ze elements of type T. The location in the array where the next object will be inserted is always given by the value of ( front % s i z e ) , and the location in the array that holds the next object to be removed isalwaysgivenbythevalueof (rear % size): template<class T> class Queue { public: Queue(int s = 100) : size(s+l), front(O), rear(O) { data = new T[size]; } -Queue0 { delete [] data; > void insert(const T& x) { data[rear++ % size] = x; } T remove0 { return data[front++ % size]; > int isEmpty const { return front == rear; > int isFull() const { return (rear + 1) % size == front; } private: int size, front, rear; T* data; >; The test driver uses a queue that can hold at most 3 #include <iostream.h> #include "(2ueue.h" main0 { Queue<char> q(3); q.insert('A'); q.insert('B'); q.insert('C'); if (q.isFull()) tout << "Queue is full.\n"; else tout << 'Queue is not full.\n"; chars:
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tout << q.remove() << endl; tout << q.remove() << endl; q.insert('D'); q.insert('E'); if (q.isFull()) tout xx "Queue is full.\n"; else tout << "Queue is not full.\n"; tout << q.remove() << endl; tout << q.remove() << endl; tout << q.remove() << endl; if (q.isEmpty()) tout << "Queue is empty.\n"; else tout -x 'I Queue is not empty.\n";
Queue is full. A I3 Queue is full. c D E Queue is empty.
Modify the Vector class template so that existing vectors can change their size.
We add two functions: unsigned resize(unsigned n); unsigned resize(unsigned n, T t);
Both function transform the vector into one of size n. If n < s z, then the last s z - n elements are simply discarded. If n == s z, then the vector is left unchanged. If n > s z, then the first s z elements of the transformed vector will be the same as those of the prior version; the last n - sz a r e assigned the value t by the second res i ze ( ) function and are left uninitialized by the first. Both functions return the new size: template<class T> unsigned Vector<T>::resize(unsigned n, T t) 1 T* new-data = new T[n]; copy(v); for (i = sz; i < n; i++) new-data[i] = t; delete [] data; s z = n; data = new-data; return sz;
CHAP. 131
TEMPLATES AND ITERATORS
template<class T> unsigned Vector<T>::resize(unsigned -C T* new-data = new T[n]; copy(v); delete [] data; sz = n; data = new-data; return sz;
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