1st Example : 18 prime factors are 2*3*3 and it returns count =2 as prime factors includes 2 and 3 only or 2nd example: 27 =3*3*3 and return count =1.
int main() { int numb,count1,i,j,count2; printf("Please enter the number who's prime factors and their count is to be determined\n"); scanf("%d",&numb); count1=0; printf("\nThe prime factors are\n"); for(i=2;i<numb;i++) { count2=0; j=2; while(((numb%i)==0)&&(j<i)) { if((i%j)==0) { count2++; } j++; } if((count2==0)&&((numb%i)==0)) { count1++; printf("%d\n",i); } } if(count1==0) { printf("None\n"); } printf("So there are %d Prime factors\n", count1); }
Ideone.com link : https://ideone.com/knarkA
void primeFactors(int n) { // Print the number of 2s that divide n while (n%2 == 0) { printf("%d ", 2); n = n/2; } // n must be odd at this point. So we can skip one element (Note i = i +2) for (int i = 3; i <= sqrt(n); i = i+2) { // While i divides n, print i and divide n while (n%i == 0) { printf("%d ", i); n = n/i; } } // This condition is to handle the case whien n is a prime number // greater than 2 if (n > 2) printf ("%d ", n); }
Credit: http://www.geeksforgeeks.org/print-all-prime-factors-of-a-given-number/
Given a Calendar class (there are three fields, year, month, day) and a number of N, Implement a function that returns the calendar after N days.
Example: Input: {2017, 3,20} and 12, Output: {2017,4, 1}
How can we count Number of Non Leaf Nodes of a given Tree ?
Example 40 /\ / \ 20 60 / \ \ 10 30 80 \ 90
Answer => 4
it is illegal to share some certain prime numbers in US and if you do so,you will get arrested.Follow this link to get more details : https://www.youtube.com/watch?v=LnEyjwdoj7g My question is : it is very easy to find multiplication of two prime numbers but tough to get what are the prime numbers which multiplication results this number . Example : 7*11= 77 but you are given 77 = ? * ? where ?= two prime numbers only (ans = 7 and 11).Another example : 11*13= 143 but you need to solve it for 143 and you output : 11 13 So I need a program ,efficient one, to get solutions to such type of mathematical problem. Adding more examples: input:1. 21 -> 3,7 2. 189 -> 3,7,9 3.1363 -> 29,47 .... and if is not possible then print -1 example 1. 4 and its factors 2*2 where 2 is repeated so print -1 2. 9-> -1 3. 24->-1 ( prime factors are 2^3 * 3= 8*3 where 8 is not prime so print -1). Thanks in advance.
suppose we have an array of N natural numbers and asks him to solve the following queries:- Query a:- modify the element present at index i to x. Query b:- count the number of even numbers in range l to r inclusive. Query c:- count the number of odd numbers in range l to r inclusive.
input: First line of the input contains the number N. Next line contains N natural numbers.Next line contains an integer Q followed by Q queries. a x y - modify the number at index x to y. b x y - count the number of even numbers in range l to r inclusive. c x y - count the number of odd numbers in range l to r inclusive. I tried to solve using simple arrays but it isn't doing well for big constraints so I thought to use other DS with efficient algorithm so please explain appropriate algorithm.Thanks in advance.