void subelement ( int n, const array S[])
{
if(n<3)
{
print("Not enough elements for subset")
}
index i, j, k;
for( i =1; i <=n; i++)
{
for(j=i+1; j<=n; j++)
{
for (k = j +1; k<=n;k++)
{
print(S[i],S[j],S[k])
}
}
}
}
Is the time complexity O(n^3)??
is there an worst case complexity?
void subelement(int n, const array S[]) { if (n < 3) { print("Not enough elements for subset") } index i, j, k; for (i = 1; i <= n; i++) { // iterates n times for (j = i + 1; j <= n; j++) { // iterates j=O(n) times for (k = j + 1; k <= n; k++) { // iterates k=O(n) times print(S[i], S[j], S[k]) } } } } total number of iterations = n*n*n = n^3 so, time complexity is O(n^3) Yes, It has worst case time complexity. and it is O(n^3)
void subelement ( int n, const array S[]) { if(n<3) { print("Not enough elements for subset")...
Consider the following algorithms int add.them (int n, int AI) index iふk; j=0; for (i = 1; n; i++) jsjtA[i]; for (i = 1; n; i++) return j+ int anysqual (int n, int A) index i,j,k.m; for ( iSn i++) for G-1:jSnj++) for (k = 1; k n: k++) for (m t= 1; m n: m++) return 1 return 0 Note: The array parameter A[ I[1 in any equal is an n x n two-dimensional array. For example when n...
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Array manipulation (a) Write Java code for a method exchange (int [] a, int i, int j) that exchanges the values stored at indices i and j in the array a. You do not need to worry about cases where either i or j is an invalid index. Give the best estimate you can for its time complexity (b) In an ordered array of n items, how can we determine whether or not an item belongs to the list using...
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howthe output of the following 4 program segments (a) const int SIZE=8; int values[SIZE] = {10, 10, 14, 16, 6, 25, 5, 8}; int index; index=0; res = values[index]; for (int j=1; j<SIZE; j++) { if (values[j] > res) { res = values[j]; index = j; cout << index << res << endl; } } cout <<...
public class PQueue<E extends Comparable<E>> { private E[] elements; private int size; private int head; private int tail; Private int count; } public void enqueue(E item) { if(isFull()){ return; } count++; elements[tail] = item; tail = (tail + 1) % size; } public E dequeue() { if(isEmpty()) return null; int ct = count-1; E cur = elements[head]; int index = 0; for(i=1;ct-->0;i++) { if(cur.compareTo(elements[head+i)%size])<0) cur = elements[(head+i)%size]; index = i; } } return remove((head+index%size); public E remove(int index) { E...
Need help with these array problems. int countAllPunctuation( const string array[ ], int n ); Return the total number of punctuation symbols found in all the elements of the passed array argument. For the purpose of this function, the characters '.' , ',', '!', ';', ''', '-', '/', ':', '?', '"' count as punctuation symbols (that is, period, comma, exclamation mark, semicolon, apostrophe, dash, slash, colon, question mark, and double quote). Return -1 if n <= 0. For example, for...