'Temp data' diaporamas de présentation

Sorting

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CHAPTER 3

CHAPTER 3. Data Structures. Algorithm 3.2.2 Initializing a Stack. This algorithm initializes a stack to empty. An empty stack has t = -1. Input Parameters: None Output Parameters: None stack_init () { t = -1 }. Algorithm 3.2.3 Testing for an Empty Stack.

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struct Link { string data; Link * next; }; void main() { Link * root = NULL; while (true)

struct Link { string data; Link * next; }; void main() { Link * root = NULL; while (true) { Link * temp; string s; cin >> s; if (cin.fail()) break; temp = new Link; temp->data = s; temp->next = root; root = temp; }. root s temp. NULL. ?. ?.

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Cartesian Computations

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Cartesian Computations

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Struct node { int data; Struct node * next; }; Struct node * start;

??? ???? ?? ???? ?????? ???? ?? ?????? start ????? ?????? ?? ??????? ?? ???? x ?? ?? ?? ????? ????. Struct node { int data; Struct node * next; }; Struct node * start; Int search( struct node * start) { struct node * temp; Temp=start; Int find=0;

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Contoh Aplikasi Array

Contoh Aplikasi Array. Sorting (Bubble Sort). Algoritma Bubble Sort. #include < iostream.h > #include < conio.h > #include < iomanip.h > void main() { int i , j, temp, jumdata ;. Lanjutan. for ( i =0; i <jumdata-1; i ++) for (j=i+1; j< jumdata ; j++) if (data[ i ] > data[j]

224 views • 7 slides