It has 2 compression rings and 1 oil ring
Answer:
True
Explanation:
<em>IP Address</em>: It is used to uniquely identify each device over the network.
Answer:
def display_factors(num):
for counter in range(1, num+1):
if num % counter == 0:
print(counter)
int_num= int(input("Enter a number : "))
print("The factors for {} are : ".format(int_num))
display_factors(int_num)
Explanation:
The function display_factors is used to display all factors of a number entered by a user.
- In this for counter in range(1, num+1) the for loop is iterated until counter is greater to num is false. Counter variable starts from 1 and ends when it gets greater than the input number.
- if num % counter == 0: In this statement, each loop iteration, checks whether a number (num) is exactly divisible by counter. It is the condition for counter to be a factor of num.
- print(counter) This is used to display factors of an input number
- int_num= int(input("Enter a number : ")) This statement asks user to enter a number (int_num) which will be an integer.
- display_factors(int_num) This calls display_factors number to find the factors of an input number.
Answer:
huwugsgssuaihsux h baiThatha svaadishht us
Answer:
// here is code in c++.
#include <bits/stdc++.h>
using namespace std;
// function that return greatest common divisor
int g_c_d(int num1, int num2)
{
if (num1 == 0)
return num2;
return g_c_d(num2 % num1, num1);
}
// main function
int main()
{
// variables
int num1,num2;
cout<<"enter two numbers:";
// read two numbers from user
cin>>num1>>num2;
// call the function and print the gcd of both
cout<<"greatest common divisor of "<<num1<<" and "<<num2<<" is "<<g_c_d(num1.num2)<<endl;
}
Explanation:
Read two numbers from user and assign them to variables "num1" and "num2".Call the function g_c_d() with parameter "num1" and "num2".According to Euclidean algorithm, if we subtract smaller number from the larger one the gcd will not change.Keep subtracting the smaller one then we find the gcd of both the numbers.So the function g_c_d() will return the gcd of both the numbers.
Output:
enter two numbers:5 9
greatest common divisor of 5 and 9 is 1
enter two numbers:-25 15
greatest common divisor of -25 and 15 is 5
